* p <0.01, ** p <0.001.
Regarding overall job satisfaction, more than half of respondents were satisfied ( n =275, 53.7%). Most respondents were satisfied or very satisfied with their immediate manager ( n =416, 81.2%) and their fellow workers ( n =413, 80.7%). On the other hand, almost three quarters of the sample felt dissatisfied or very dissatisfied with the rate of pay for nurses ( n =373, 72.9%) (see Table 2 ).
Frequency and percentage of each item in the job satisfaction scale
Items | Very dissatisfied | Dissatisfied | Neither satisfied nor dissatisfied | Satisfied | Very satisfied | |||||
---|---|---|---|---|---|---|---|---|---|---|
(%) | (%) | (%) | (%) | (%) | ||||||
The physical conditions in which you work | 61 | 11.9 | 138 | 27.0 | 165 | 32.2 | 117 | 22.9 | 31 | 6.1 |
Freedom to chose your own working methods | 38 | 7.4 | 145 | 28.3 | 253 | 49.4 | 69 | 13.5 | 7 | 1.4 |
Your fellow workers | 0 | 0.0 | 4 | 0.8 | 95 | 18.6 | 343 | 67.0 | 70 | 13.7 |
The recognition you get for good work | 5 | 1.0 | 40 | 7.8 | 231 | 45.1 | 210 | 41.0 | 26 | 5.1 |
Your immediate manager | 3 | 0.6 | 14 | 2.7 | 79 | 15.4 | 319 | 62.3 | 97 | 18.9 |
The amount of responsibility you are given | 10 | 2.0 | 50 | 9.8 | 231 | 45.1 | 205 | 40.0 | 16 | 3.1 |
The rate of pay for nurses | 193 | 37.7 | 180 | 35.2 | 113 | 22.1 | 23 | 4.5 | 3 | 0.6 |
The opportunity to use your abilities | 19 | 3.7 | 74 | 14.5 | 304 | 59.4 | 108 | 21.1 | 7 | 1.4 |
Relations between management and staff | 6 | 1.2 | 12 | 2.3 | 173 | 33.8 | 269 | 52.5 | 52 | 10.2 |
Future chance of promotion | 34 | 6.6 | 86 | 16.8 | 329 | 64.3 | 59 | 11.5 | 4 | 0.8 |
The way the hospital is managed | 59 | 11.5 | 185 | 36.1 | 215 | 42.0 | 49 | 9.6 | 4 | 0.8 |
The attention paid to your suggestions | 36 | 7.0 | 114 | 22.3 | 254 | 49.6 | 99 | 19.3 | 9 | 1.8 |
The hours of work | 27 | 5.3 | 114 | 22.3 | 247 | 48.2 | 117 | 22.9 | 7 | 1.4 |
The amount of variety in your job | 19 | 3.7 | 105 | 20.5 | 316 | 61.7 | 67 | 13.1 | 5 | 1.0 |
Your job security | 13 | 2.5 | 43 | 8.4 | 280 | 54.7 | 164 | 32.0 | 12 | 2.3 |
Although nurses with a bachelor degree (mean rank=234.92) reported a lower level of job satisfaction compared to those with an associate degree (mean rank=259.98) or diploma (mean rank=257.68), there was no significant difference in total job satisfaction of respondents from the different educational programmes ( p >0.05). However, nurses with a diploma (mean rank=264.05) were more likely to be satisfied with their fellow workers ( χ 2 =10.005, p <0.01) than those with an associate degree (mean rank=259.73) or bachelor degree (mean rank=204.72). Regarding other items of job satisfaction, there were no significant differences across the three nursing programmes ( p >0.05).
Almost two-thirds of respondents reported a high-level of organizational commitment ( n =326, 63.7%). More than two-thirds of the sample agreed or strongly agreed that they really cared about the fate of their current hospitals ( n =369, 72.1%) and reported that they were willing to put in a great deal of effort beyond that normally expected in order to help their hospitals be successful ( n =366, 71.5%). Although more than half of the respondents disagreed or strongly disagreed that it would take very little change in their present circumstances to cause them to leave their current hospitals ( n =301, 58.8%) or to decide that working for these hospitals was a definite mistake on their part ( n =297, 58.0%), more than half agreed or strongly agreed that they could just as well be working for a different hospital as long as the type of work was similar ( n =271, 52.9%) (see Table 3 ).
Frequency and percentage of each item in the organizational commitment scale
Items | Strongly disagree | Disagree | Neither disagree nor agree | Agree | Strongly agree | |||||
---|---|---|---|---|---|---|---|---|---|---|
(%) | (%) | (%) | (%) | (%) | ||||||
I am willing to put in a great deal of effort beyond that normally expected in order to help this hospital be successful. | 3 | 0.06 | 13 | 2.5 | 130 | 25.4 | 292 | 57.0 | 74 | 14.5 |
I talk up this hospital to my friends as a great organization to work for. | 13 | 2.5 | 62 | 12.1 | 202 | 39.5 | 192 | 37.5 | 43 | 8.4 |
I feel very little loyalty to this hospital. | 74 | 14.5 | 263 | 51.4 | 143 | 27.9 | 31 | 6.1 | 1 | 0.2 |
I would accept almost any type of job assignment in order to keep working for this hospital. | 36 | 7.0 | 212 | 41.4 | 176 | 34.4 | 80 | 15.6 | 8 | 1.6 |
I find that my values and this hospital's values are very similar. | 17 | 3.3 | 145 | 28.3 | 267 | 52.1 | 80 | 15.6 | 3 | 0.6 |
I am proud to tell others that I am part of this hospital. | 13 | 2.5 | 51 | 10.0 | 228 | 44.5 | 189 | 36.9 | 31 | 6.1 |
I could just as well be working for a different hospital as long as the type of work was similar. | 6 | 1.2 | 82 | 16.0 | 153 | 29.9 | 250 | 48.8 | 21 | 4.1 |
This hospital really inspires the very best in me in the way of job performance. | 29 | 5.7 | 142 | 27.7 | 259 | 50.6 | 73 | 14.3 | 9 | 1.8 |
It would take very little changes in my present circumstances to cause me to leave this hospital. | 19 | 3.7 | 282 | 55.1 | 167 | 32.6 | 39 | 7.6 | 5 | 1.0 |
I am extremely glad that I chose this hospital to work for over others I was considering at the time I joined. | 20 | 3.9 | 90 | 17.6 | 259 | 50.6 | 130 | 25.4 | 13 | 2.5 |
There's not too much to be gained by sticking with this hospital indefinitely. | 7 | 1.4 | 125 | 24.4 | 197 | 38.5 | 161 | 31.4 | 22 | 4.3 |
Often, I find it difficult to agree with this hospital's policies on important matters relating to its employees. | 17 | 3.3 | 133 | 26.0 | 266 | 52.0 | 83 | 16.2 | 13 | 2.5 |
I really care about the fate of this hospital. | 4 | 0.8 | 11 | 2.1 | 128 | 25.0 | 302 | 59.0 | 67 | 13.1 |
For me this is the best of all possible hospitals for which to work. | 20 | 3.9 | 124 | 24.2 | 252 | 49.2 | 102 | 19.9 | 14 | 2.7 |
Deciding to work for this hospital was a definite mistake on my part. | 46 | 9.0 | 251 | 49.0 | 179 | 35.0 | 28 | 5.5 | 8 | 1.6 |
There were no significant differences in total organizational commitment ( p >0.05) although nurses with a bachelor degree reported a lower level (mean rank=242.46) compared to those with an associate degree (mean rank=260.51) or diploma (mean rank=255.51). However, diploma nurses (mean rank=272.87) were more likely to agree that they would accept almost any type of job assignment in order to keep working for their current hospitals ( χ 2 =6.378, p <0.05) than those with an associate degree (mean rank=246.13) or bachelor degree (mean rank=229.34). In addition, diploma nurses (mean rank=240.40) were more likely to report that it would take very little changes in their present circumstances to cause them to leave their current hospitals ( χ 2 =7.171, p <0.05) compared to associate degree (mean rank=273.23) or bachelor nurses (mean rank=252.91). There were no significant differences in other items of organizational commitment across the three educational programmes ( p >0.05).
Just under two-thirds of respondents reported experiencing light to moderate stress at work ( n =311, 60.8%) while one-quarter reported no to light stress ( n =124, 24.2%), followed by less than one-sixth reporting moderate to extreme stress ( n =77, 15.0%). Scores of moderate to extreme stress reported by respondents related to workload ( n =398, 77.8%), time pressures and deadlines ( n =335, 65.4%), difficult patients ( n =309, 60.4%), staff shortages ( n =308, 60.1%) and involvement with life and death situations ( n =276, 53.9%) (see Table 4 ).
Frequency and percentage of each item in the occupational stress scale
Items | No pressure | Slight pressure | Moderate pressure | Considerable pressure | Extreme pressure | |||||
---|---|---|---|---|---|---|---|---|---|---|
(%) | (%) | (%) | (%) | (%) | ||||||
Time pressures and deadlines | 27 | 5.3 | 150 | 29.3 | 230 | 44.9 | 85 | 16.6 | 20 | 3.9 |
Workload | 21 | 4.1 | 93 | 18.2 | 224 | 43.8 | 133 | 26.0 | 41 | 8.0 |
Work underload (needing to look busy) | 144 | 28.1 | 148 | 28.9 | 160 | 31.3 | 52 | 10.2 | 8 | 1.6 |
Task outside of my competence | 205 | 40.0 | 154 | 30.1 | 118 | 23.0 | 30 | 5.9 | 5 | 1.0 |
Fluctuations in workload | 104 | 20.3 | 178 | 34.8 | 179 | 35.0 | 44 | 8.6 | 7 | 1.4 |
Unrealistically high expectations by others of my role | 128 | 25.0 | 188 | 36.7 | 143 | 27.9 | 44 | 8.6 | 9 | 1.8 |
Coping with new situations | 96 | 18.8 | 258 | 50.4 | 136 | 26.6 | 16 | 3.1 | 6 | 1.2 |
Uncertainty about the degree or area of my responsibility | 186 | 36.3 | 192 | 37.5 | 106 | 20.7 | 21 | 4.1 | 7 | 1.4 |
Security of employment | 88 | 17.2 | 175 | 34.2 | 147 | 28.7 | 70 | 13.7 | 32 | 6.3 |
Involvement with life and death situations | 60 | 11.7 | 176 | 34.4 | 168 | 32.8 | 79 | 15.4 | 29 | 5.7 |
Coping with new technology | 105 | 20.5 | 241 | 47.1 | 138 | 27.0 | 24 | 4.7 | 4 | 0.8 |
Exposure to death | 90 | 17.6 | 209 | 40.8 | 152 | 29.7 | 48 | 9.4 | 13 | 2.5 |
Staff shortages | 49 | 9.6 | 155 | 30.3 | 169 | 33.0 | 99 | 19.3 | 40 | 7.8 |
Poor physical working conditions | 85 | 16.6 | 139 | 27.1 | 172 | 33.6 | 91 | 17.8 | 25 | 4.9 |
Lack of support from senior staff | 130 | 25.4 | 234 | 45.7 | 109 | 21.3 | 31 | 6.1 | 8 | 1.6 |
Lack of privacy | 147 | 28.7 | 195 | 38.1 | 126 | 24.6 | 34 | 6.6 | 10 | 2.0 |
Shortage of essential resources | 77 | 15.0 | 170 | 33.2 | 185 | 36.1 | 65 | 12.7 | 15 | 2.9 |
Poor quality of supporting staff | 77 | 15.0 | 197 | 38.5 | 165 | 32.2 | 55 | 10.7 | 18 | 3.5 |
Unsocial hours | 65 | 12.7 | 161 | 31.4 | 141 | 27.5 | 104 | 20.3 | 41 | 8.0 |
Lack of specialized training for present work | 110 | 21.5 | 233 | 45.5 | 125 | 24.4 | 34 | 6.6 | 10 | 2.0 |
Lack of participation in planning/decision making | 133 | 26.0 | 219 | 42.8 | 132 | 25.8 | 20 | 3.9 | 8 | 1.6 |
Difficult patients | 28 | 5.5 | 175 | 34.2 | 197 | 38.5 | 80 | 15.6 | 32 | 6.3 |
Dealing with relatives | 70 | 13.7 | 192 | 37.5 | 149 | 29.1 | 73 | 14.3 | 28 | 5.5 |
Bereavement counselling | 107 | 20.9 | 237 | 46.3 | 124 | 24.2 | 27 | 5.3 | 17 | 3.3 |
There were no significant differences in total occupational stress across the three educational programmes ( p >0.05), although nurses with an associate degree (mean rank=260.05) reported experiencing more stress than those with a bachelor degree (mean rank=253.52) or diploma (mean rank=253.57). However, bachelor degree nurses (mean rank=292.63) were more likely to report experiencing stress regarding time pressures and deadlines ( χ 2 =6.738, p <0.05) than diploma (mean rank=263.78) or associate degree nurses (mean rank=241.50). Similarly, bachelor degree nurses (mean rank=284.05) were more likely to report experiencing stress regarding uncertainty about the degree or area of their responsibilities ( χ 2 =10.259) than associate degree (mean rank=271.92) or diploma nurses (mean rank=234.95).
In addition, regarding poor quality of supporting staff bachelor degree nurses (mean rank=281.30) were also more likely to report experiencing stress ( χ 2 =6.522, p <0.05) than associate degree (mean rank=268.10) or diploma nurses (mean rank=239.41). However, bachelor degree nurses (mean rank=189.45) were less likely to report experiencing stress regarding security of employment ( χ 2 =17.889, p <0.001) than associate degree (mean rank=248.08) or diploma nurses (mean rank=279.57). Regarding other aspects of stress, there were no significant differences across the three programmes ( p >0.05).
Most respondents reported a high-level of professional commitment ( n =440, 85.9%). The majority of respondents reported that they never or seldom: tried to hide belonging to the nursing profession ( n =466, 91.0%), were annoyed to say that they were members of the nursing profession ( n =416, 81.3%) or criticized the nursing profession ( n =398, 77.8%). However, only one-third reported that they were glad to belong to the nursing profession often or very often ( n =167, 32.6%) (see Table 5 ).
Frequency and percentage of each item in the professional commitment scale
Items | Never | Seldom | Sometimes | Often | Very often | |||||
---|---|---|---|---|---|---|---|---|---|---|
(%) | (%) | (%) | (%) | (%) | ||||||
I am a person who identifies strongly with the nursing profession. | 23 | 4.5 | 64 | 12.5 | 181 | 35.4 | 191 | 37.3 | 53 | 10.4 |
I am a person who makes excuses for belonging to the nursing profession. | 182 | 35.5 | 150 | 29.3 | 128 | 25.0 | 39 | 7.6 | 13 | 2.5 |
I am a person who feels held back by the nursing profession. | 180 | 35.2 | 159 | 31.1 | 124 | 24.2 | 39 | 7.6 | 10 | 2.0 |
I am a person who considers the nursing profession to be important. | 22 | 4.3 | 44 | 8.6 | 110 | 21.5 | 233 | 45.5 | 103 | 20.1 |
I am a person who criticizes the nursing profession. | 220 | 43.0 | 178 | 34.8 | 85 | 16.6 | 25 | 4.9 | 4 | 0.8 |
I am a person who is glad to belong to the nursing profession. | 42 | 8.2 | 106 | 20.7 | 197 | 38.5 | 125 | 24.4 | 42 | 8.2 |
I am a person who sees myself as belonging to the nursing profession. | 61 | 11.9 | 92 | 18.0 | 122 | 23.8 | 169 | 33.0 | 68 | 13.3 |
I am a person who is annoyed to say that I am a member of the nursing profession. | 324 | 63.3 | 92 | 18.0 | 66 | 12.9 | 22 | 4.3 | 8 | 1.6 |
I am a person who tries to hide belonging to the nursing profession. | 406 | 79.3 | 60 | 11.7 | 35 | 6.8 | 4 | 0.8 | 7 | 1.4 |
I am a person who feels strong ties with other members of the nursing profession. | 39 | 7.6 | 71 | 13.9 | 140 | 27.3 | 200 | 39.1 | 62 | 12.1 |
Nurses with a bachelor degree (mean rank=204.30) reported a lower level of professional commitment ( χ 2 =8.323, p <0.05) compared to those with an associate degree (mean rank=254.03) or diploma (mean rank=270.33). Bachelor degree nurses (mean rank=190.11) were more likely to criticize the nursing profession ( χ 2 =12.788, p <0.01) than associate degree (mean rank=262.76) or diploma nurses (mean rank=264.62). In contrast, diploma nurses (mean rank=268.27) were more likely to be glad to belong to the profession ( χ 2 =7.765, p <0.05) than associate degree (mean rank=255.57) or bachelor degree nurses (mean rank=206.69). There were no other significant differences relating to other items of professional commitment across the three programmes ( p >0.05).
The majority of respondents reported a low-level of role conflict and role ambiguity ( n =482, 94.1%; n =461, 90.0%, respectively). More than three-quarters of respondents never or seldom had to ‘buck’ a rule or policy in order to carry out an assignment ( n =439, 85.7%), had worked with two or more groups who operated quite differently ( n =391, 76.4%) or received incompatible requests from two or more people ( n =380, 74.2%). Almost four-fifths of respondents reported that they knew often or very often what their responsibilities were ( n =447, 87.3%). Around three-quarters of respondents reported feeling certain about how much authority they had and felt that they had clear, planned goals and objectives for their jobs ( n =391, 76.4%; n =374, 73.1%, respectively) (see Table 6 ).
Frequency and percentage of each item in the role conflict and role ambiguity scale
Items | Never | Seldom | Sometimes | Often | Very often | |||||
---|---|---|---|---|---|---|---|---|---|---|
(%) | (%) | (%) | (%) | (%) | ||||||
I have to do things that should be done differently. | 178 | 34.8 | 181 | 35.4 | 117 | 22.9 | 31 | 6.1 | 5 | 1.0 |
I receive an assignment without the manpower to complete it. | 185 | 36.1 | 183 | 35.7 | 113 | 22.1 | 27 | 5.3 | 4 | 0.8 |
I have to ‘buck’ a rule or policy in order to carry out an assignment. | 294 | 57.4 | 145 | 28.3 | 58 | 11.3 | 11 | 2.1 | 4 | 0.8 |
I work with two or more groups who operate quite differently. | 220 | 43.0 | 171 | 33.4 | 87 | 17.0 | 25 | 4.9 | 9 | 1.8 |
I receive incompatible requests from two or more people. | 164 | 32.0 | 216 | 42.2 | 99 | 19.3 | 30 | 5.9 | 3 | 0.6 |
I do things that are likely to be accepted by one person and not accepted by others. | 61 | 11.9 | 248 | 48.4 | 166 | 32.4 | 31 | 6.1 | 6 | 1.2 |
I receive an assignment without adequate resources and materials to execute it. | 147 | 28.7 | 201 | 39.3 | 125 | 24.4 | 32 | 6.3 | 7 | 1.4 |
I work on unnecessary things. | 126 | 24.6 | 152 | 29.7 | 134 | 26.2 | 82 | 16.0 | 18 | 3.5 |
I feel certain about how much authority I have. | 19 | 3.7 | 31 | 6.1 | 71 | 13.9 | 241 | 47.1 | 150 | 29.3 |
I have clear, planned goals and objectives for my job. | 12 | 2.3 | 27 | 5.3 | 99 | 19.3 | 265 | 51.8 | 109 | 21.3 |
I know that I have divided my time properly. | 12 | 2.3 | 34 | 6.6 | 120 | 23.4 | 246 | 48.0 | 100 | 19.5 |
I know what my responsibilities are. | 10 | 2.0 | 11 | 2.1 | 44 | 8.6 | 248 | 48.4 | 199 | 38.9 |
I know exactly what is expected of me. | 31 | 6.1 | 50 | 9.8 | 127 | 24.8 | 235 | 45.9 | 69 | 13.5 |
I get clear explanations of what has to be done. | 19 | 3.7 | 50 | 9.8 | 133 | 26.0 | 232 | 45.3 | 78 | 15.2 |
Nurses with a bachelor degree (mean rank=298.81) reported greater role conflict ( χ 2 =6.174, p <0.05) compared to those with an associate degree (mean rank=260.63) or diploma (mean rank=243.13). There were no significant differences in role ambiguity across the three programmes ( p >0.05). Bachelor degree nurses (mean rank=286.26) were more like to report receiving incompatible requests from two or more people ( χ 2 =6.568, p <0.05) than associate degree (mean rank=266.22) or diploma nurses (mean rank=240.22). Bachelor degree nurses (mean rank=294.57) were also more likely to report doing things that were likely to be accepted by one person and not accepted by others ( χ 2 =7.591, p <0.05) than associate degree (mean rank=263.82) or diploma nurses (mean rank=240.84).
In addition, bachelor nurses (mean rank=307.08) were more likely to report receiving an assignment without adequate resources and materials to execute it ( χ 2 =10.810, i <0.01) than associate degree (mean rank=263.41) or diploma nurses (mean rank=238.54). Regarding other items of role conflict and role ambiguity, there were no differences across the three programmes ( p >0.05).
The sample in this local questionnaire survey was limited to nurses working in teaching hospitals in Beijing. Thus, the generalization of the findings needs to be treated with caution.
In contrast to Wang's (2002) survey of nurses working in a hospital in Beijing where nurses reported more dissatisfaction than satisfaction, the study found that more than half of respondents were satisfied with their jobs ( n =275, 53.7%). Interestingly, this study's findings are similar to those of other studies of the job satisfaction of nurses in the USA ( Blau and Lunz, 1998 ; Aiken et al., 2001 ), the UK ( Price, 2002 ), Singapore ( Fang, 2001 ), Hong Kong ( Siu, 2002 ) and Taiwan ( Lu et al., 2002 ; Tzeng, 2002a ) despite the health care systems being very different from that of Mainland China.
A possible explanation for such similarity may lie with changes in the labour market in Mainland China, which has become more open during the last 5 years and increasingly similar to that in western countries. An open labour market has brought new pressures and challenges for hospital managers. Nurses’ job satisfaction has received increasing attention and enhancing nurse job satisfaction has been emphasized as a major strategy to recruit and retain qualified nurses ( Sun et al., 2001 ; Bao et al., 2004 ).
It is also possible that the development of nursing, particularly the adoption of the patient-centred primary nursing care model has had an effect on nurses’ job satisfaction ( Bond et al., 1990 ; Thomas and Bond, 1991 ). In Mainland China primary nursing has experienced more than 10-years of development mainly in leading hospitals ( Ye et al., 1999 ), which include the data collection sites in the study.
The findings of nurses’ strong organizational commitment in the study is inconsistent with Knoop's (1995) survey in Canada, which found that nurses had a low level of organizational commitment. However, most of the study's respondents expressed their intention to leave their current hospitals. Such ambivalent findings might be explained by the influence of culture. Glazer et al. (2004) have suggested that people's understanding of organizational commitment could be affected by their national culture. Chang (1999) further pointed out that employees in Asian countries are more likely than employees in Western countries to expect job security from their employers as part of their psychological contract of employment. These employees, in turn, are more committed when they feel that their employers have fulfilled this commitment.
Therefore, nurses’ high level of commitment to their hospitals does not remove the potential of turnover. Indeed, organizational commitment due to the communal nature of a culture may not contribute to nurses’ retention, as nurses are encouraged to build up an equally strong commitment to their new organization following a job change.
Two-thirds of respondents reported slight to moderate pressure relating to occupational stress ( n =311, 60.8%), which is similar to the findings in Dailey's (1990) study in the USA and Fang's (2001) study in Singapore. Cox (1987) suggested that stress resides in the person's perception of the balance or transaction between the demands on him/her and his/her ability to cope with these. Thus occupational stress exists in people's recognition of their inability to cope with demands relating to work ( Cox, 1985 ) and the findings suggest that the majority of the sample had the abilities to cope with the work demands placed upon them.
Hingley and Cooper (1986) pointed out that for all individuals competence is a primary need at work, with incompetence being a major source of job stress due to its thwarting the individual to perform effectively or to feel effective. Nurses’ improved professional competence might therefore be associated with their lower occupational stress. In this study, some characteristics of the respondents including age, length of working time and educational level may be a proxy of their higher professional competence. For example, half of respondents had worked in their current hospital for 5 years or more ( n =324, 63.3%). In general, they were proficient in nursing techniques and skills and were able to resolve problems independently at work. Further, most respondents were 35 years old or younger ( n =473, 92.4%) and half had an associate degree or bachelor degree ( n =282, 55.1%). Therefore, it is possible that they had abilities to cope with new situations and technology.
Another possible explanation lies with respondents’ good interpersonal relationships at work. For example, most respondents reported that they were satisfied or very satisfied with their fellow workers ( n =413, 80.7%) and immediate manager ( n =416, 81.2%). The nature and quality of relationships at work has been identified as a major source of occupational stress ( Greenburg, 1980 ). Hingley and Cooper (1986) also suggested that poor relationships with colleagues and superiors are an important source of stress for nurses. This was highlighted in Bradley and Cartwright (2002) study which found that nurses who perceived more support from managers were less likely to experience job stress ( r =−0.12, p <0.05) although the extent to which this applies to Mainland China is uncertain as no equivalent research has been published regarding Chinese nurses.
Regarding the main stressors, such as workload, time pressures and deadlines and staff shortages, the findings are consistent with previous studies in China ( He et al., 2001 ; Dai and Wang, 2002 ; Zhao et al., 2002 ). Furthermore, nurses’ workload has also been emphasized as a major work-related stressor in similar studies conducted in other countries ( Aiken et al., 2001 ; Lambert et al., 2004 ; Khowaja et al., 2005 ). It is possible that the current global nursing shortage might increase nurses’ workload and China is not an exemption from this challenge ( Gong, 1996 ).
The finding of the respondents’ strong commitment to the nursing profession is consistent with that in Taiwan ( Lu et al., 2002 ). This is possibly associated with a number of factors, including: recognition of the value of the nursing profession, increasing professional status and increasing academic professional activities.
People can develop devotion to their profession if they think that the profession is valuable ( Altschul, 1979 ). Nurses, in some respects, embody the absolute moral worth of the person who gives unselfish and devoted care and in return receives a high regard in society. In Mainland China nurses are often referred to as ‘White Angels’ for their contributions to human health with nurses’ work during the period of the outbreak of Severe Acute Respiratory Syndrome (SARS) in 2003 reaffirming the value and importance of the nursing profession ( Liu et al., 2004 ).
Additionally, the Chinese government's recognition of nursing as an independent profession and the development of university degree nursing programmes have undoubtedly facilitated an increasing professional status ( Li, 2001 ). Increased academic activities such as seminars or workshops also enhance nurses’ engagement in their professional roles and influence their attitude towards the nursing profession, which in turn can promote a stronger professional commitment ( Lu and Chiou, 1998 ).
The majority of the respondents reported a low level of role conflict and role ambiguity, which is similar to Seo et al.'s (2004) findings in South Korea, but contrasts with Dailey's (1990) study in the USA. Such findings in the study may reflect compatible demands from nurse educators, colleagues and nursing managers resulting in clear and sufficient information about working responsibilities. It is possible that the majority of respondents graduated from the same educational institution to which their hospitals were affiliated so that the nurse educators, colleagues and hospital managers of the respondents held similar values and principles regarding nurses’ roles, thus reducing the potential for role conflict ( Hingley and Cooper, 1986 ). In addition, in 1982, the Ministry of Health, China published ‘Working Responsibilities of Health Care Personnel in Hospitals’ which set out the working roles of staff nurses, health care assistants, doctors and other health care personnel. Although some reforms in nursing have occurred, this guide has not been modified and has been widely implemented in hospitals across Mainland China so that the opportunities for role overlap and conflict may been minimized in consequence.
The findings of significant differences in nurses’ role conflict and professional commitment across the three educational programmes (diploma, associate degree and bachelor degree) suggest primary differences arising from the impact of education ( p <0.05). Such findings may be explained by the bachelor degree nurses’ higher role expectations. The knowledge enrichment of the university-educated nurses may yield a broader perspective and a higher expectation of their working roles compared to that of diploma and associate degree nurses ( Wetzel et al., 1989 ). However, the bachelor degree nurses’ role perception is not dominant in a nursing workforce as they only represent a minority with about 5% of registered nurses in 2002 having a bachelor degree in China ( Jiang et al., 2004 ). This study found even in the teaching hospitals in Beijing, as the highest health care institutes, less than 10% of nurses had a bachelor degree. Additionally, in hospitals, the bachelor degree staff nurses assume the same roles and tasks as those with a diploma or associate degree ( Yang and Cheng, 2004 ), which may increase the bachelor degree nurses’ role conflict arising from the different role expectations and task requirements from universities, hospitals, peers and themselves.
The bachelor degree nurses’ weaker professional commitment is similar to Lu and Chen's (1999) local survey. One possible explanation is that well-educated nurses are more likely to experience the conflict between their role expectations and actual working roles. Indeed, Jing (2000) has suggested that such a conflict could result in bachelor degree nurses not feeling that they belong to the nursing profession.
Another possible explanation is that the bachelor degree nurses may have a stronger intention to leave the nursing profession. Bartlett et al. (1999) found that graduates were less confident in their initial decision to enter the nursing profession compared with diplomats. Similarly, Lu and Chen (1999) found that half of nursing undergraduates disliked or strongly disliked the nursing profession with most of them reporting that they intended to change to another career.
The findings indicate that there were no significant differences in total job satisfaction of nurses across the three educational programmes ( p >0.05). This finding is inconsistent with previous studies, which found that nurses with a higher educational level were less likely to be satisfied with their job ( Lu et al., 2002 ; Chu et al., 2003 ).
Part of the explanation for this finding may rest with the interrelationships between age, working years, marital status and job satisfaction. For example, Blegen's (1993) meta-analysis found that nurses who were older and had longer working experiences were more likely to be satisfied with their job. Yin and Yang (2002) also found that married nurses were more satisfied with their job than those who were unmarried. In this study, nurses with a bachelor degree were significantly older and had more working experience than nurses with a diploma or associate degree ( p <0.001). Additionally, most of the nurses with a bachelor degree were married ( p <0.001). It is possible that these respondent characteristics had an impact on the relationship between job satisfaction and educational level.
The findings indicate that there were no significant differences in organizational commitment, occupational stress and role ambiguity across the three educational programmes ( p >0.05). This may be the result of the limited sample size of bachelor degree nurses ( n =50) so that further research with a larger sample with different educational background is needed to explore these issues. Another possibility is that regardless educational level, the staff nurses in the study assumed similar roles and responsibilities, which were clearly described in hospital guideline. In these circumstances a significant difference in nurses’ role ambiguity across the three educational programmes would not be expected.
The findings in the study indicate that the hospital nurses in this study had a positive feeling towards their working lives in Mainland China. This may be a reflection of the developments in the health care system and nursing profession. But it is worthwhile to note that nurses’ intention to leave is still a serious problem and warrants more attention. International migration of nurses has increased as nurses pursue opportunities for improved pay and opportunities in the wake of global liberalization of trade spurred on by developed countries increasing their international recruitment to meet their health care workforce needs and in doing so creating a ‘skills drain’ in many developing countries ( Kingma, 2001 ). One might expect to observe dissatisfaction with changes in education with the influence of American curricula and higher education and limited changes to the nurse's role in the guideline established by the Ministry of Health, China, but it is likely that those experiencing greatest dissonance between the expectations and reality of their role will have entered the global labour market and such individuals would not have been recruited to this study. Further research is needed to test the impact of educational level upon job satisfaction, occupational commitment, occupational stress and role ambiguity using other samples.
The study also indicates that the bachelor degree nurses had weaker professional commitment and a higher level of role conflict. It is suggested that nurses’ educational background should be considered an important factor in understanding nurses’ working lives and may indicate the need for a clinical career ladder for nursing staff in Mainland China. Such a ladder, which uses a grading structure to facilitate career progression by defining different levels of clinical and professional practice in nursing, has been successfully introduced in other countries such as the UK ( Buchan, 1999 ). Further, Krugman et al.'s (2000) work in the USA found that the use of a clinical ladder facilitated nurses’ professional development, strengthened their organizational commitment and increased their job satisfaction in a study evaluating 10 years of progressive change.
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College graduates’ job satisfaction is validated via their feedback, experiences and personal developments during their career progression. Validation is accomplished to ensure the students’ job satisfaction and retain them for a prolonged time. The traditional validation models have difficulties in analyzing the individual satisfaction level. The research issue is addressed by introducing the Quantitative Assessment Method (QAM) using Fuzzy Logic to validate the job satisfaction level of different newly placed students. The QAM approach assesses the student experience and personal development across various quarters. The fuzzy optimization uses two factors differentially using partial derivatives. The partial derivatives are extracted using the min–max functions of the fuzzification process such that the derivatives are halted after the maximum factors. The proposed method optimizes the validation using individual satisfaction levels and cumulative experience shared by the students. The available derivatives identify the best-afford job satisfaction level for different progression levels. This best-fit feature is handled using multiple min and max derivatives to extract optimal outputs. This proposed method is valid for improving satisfaction levels and experience analysis.
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Job satisfaction is defined as the range of contentment that employees feel about their jobs. Job satisfaction also provides happiness and positive energy, motivating them to improve their performance [ 1 ]. Job search methods and satisfaction practices are provided to college students during the learning period. The employee’s job satisfaction is examined based on job offers, satisfaction, positivity, performance, and salary rate [ 2 ]. The exact satisfaction level is evaluated based on the factors that improve job significance. Many techniques are provided to students during college [ 3 ]. Learning disabilities and functionalities are identified using job offers and performance. Various job fair methods are provided to college graduates [ 4 ]. Professional educational courses, practices, and vocational courses are available in college. The vocational courses provide feasible education and training sessions to the students, which improves the employee’s overall satisfaction range [ 5 , 6 ]. Profit and non-profit-based training sessions are also provided to college graduates. The profitable benefits are calculated based on functionalities that minimize the complexity of the job search process [ 7 ].
Quantitative development is a process that develops a particular area or field. Quantitative development is used for job satisfaction. The main goal of the quantitative approach is to analyze the exact relationship between employees and jobs in an organization [ 8 ]. The quantitative approach predicts the actual satisfaction level based on the performance range of the employee. An integrated model is used for job satisfaction improvement [ 9 ]. The integrated model uses a meta-analysis technique to evaluate the workers’ satisfaction range. The meta-analysis minimizes the computation process’s time and energy consumption ratios [ 10 ]. The integrated model provides optimal information for the quantitative development process, which enhances the systems’ overall performance range. A quantitative approach is also used for job satisfaction [ 11 ]. The quantitative approach predicts the relationship between performance and work. The expected information produces the relevant data for development and improvement processes. The quantitative approach increases the efficiency and feasibility range of the job satisfaction process [ 12 , 13 ].
The fuzzy logic approach is used for the job satisfaction evaluation process. The fuzzy logic approach uses fuzzy sets, which contain appropriate information for the evaluation process [ 14 ]. The fuzzy logic approach uses a set theory that measures the exact job satisfaction range of the workers. The performance range of employees, active ratio, and preference level are evaluated using set theory [ 15 ]. The attributes contain optimal key values for the job satisfaction measurement process. The set theory-based fuzzy logic approach increases the accuracy of the satisfaction detection process [ 16 ]. A fuzzy logic-based satisfaction detection method is also used in organizations. The exact satisfactory range of workers is identified from the database, reducing further processes’ latency [ 17 ]. The workers’ satisfaction range is calculated, providing optimal information for improvement and development. The fuzzy logic-based method increases employees’ overall performance range, enhancing the organization’s feasibility ratio [ 11 , 18 ]. A fuzzy logic-based quantitative approach is also used to improve job satisfaction. The quantitative approach analyzes the exact quality of jobs that are performed by the workers [ 19 ]. The traditional analysis has difficulties exploring the individual satisfaction level at different quarters. The problems are overcome by applying the Quantitative Assessment Method (QAM) with Fuzzy logic. The approach uses the fuzzy derivatives to identify the experiences and best affords definitive outputs. According to the discussions, the study’s contribution is listed as follows:
Propose and discuss the process of developing a quantitative assessment model for evaluating the job satisfaction of college students using multi-variate data.
Analyzing the variations based on independent data attributes using fuzzy derivatives for experience extractions and best-afford definitive outputs.
Incorporating an ideal data source for analyzing the fuzzy impact on satisfaction and personal development at various professional levels.
Performing a self-analysis for different metrics by varying a certain factor to identify its impact on the assessment.
Jiang et al. [ 20 ] developed a career-oriented satisfaction architecture for information technology (IT) professionals. The main aim of the architecture is to identify the exact career satisfaction range of IT professionals. The developed architecture tests the model based on job demands, managerial demands, and the satisfaction ratio of employees. The developed model provides IT professionals with proper career paths and career demands to, minimizing the complexity of the field.
Storey et al. [ 21 ] presented a job satisfaction theory for software developers. The proposed theory detects the impact of software developers’ productivity and career satisfaction levels. The proposed theory identifies both social and technical factors and features of developers. The identified features produce optimal information for the satisfaction detection process. The proposed theory increases the career growth range of software developers.
Hayat and Afshari [ 22 ] proposed a mediation model for job satisfaction detection. The proposed model is mainly used to detect the impacts of corporate social responsibility (CSR) among employees. CSR contains exact employee details, producing feasible data for the job satisfaction process. Structural equation modelling (SEM) is used here to analyze the data presented in CSR. The proposed model improves the overall feasibility and efficiency of employees.
Haerens et al. [ 23 ] introduced a job satisfaction method for school teachers. The main goal of the technique is to predict teachers’ chaotic leadership styles. The chaotic leadership style contains both positive and negative emotions among the teachers. The educational style and presentation are also detected based on teachers’ performances. The introduced method identifies the exact job satisfaction range of teachers.
Cheung et al. [ 24 ] designed a new job satisfaction prediction strategy for the indoor environment. The workers’ indoor environment quality (IEQ) ratio is predicted using analysis tools. IEQ parameters provide necessary information that minimizes the complexity of the job satisfaction detection process. The IEQ parameters also contain the workers’ workspace environment. The designed method improves the overall job satisfaction level of workers.
Samerei et al. [ 25 ] developed a classification and regression tree (CART) algorithm-based job satisfaction assessment process. The CART algorithm mainly extracts features presented by bus rapid transit (BRT) drivers. BRT is used here as input to produce relevant data for the assessment process. BRT drivers provide details such as their mental health state, stress ratio, behaviours, and body condition among drivers. The developed assessment method maximizes the efficiency and performance range of organization workers.
Karaferis et al. [ 26 ] proposed a job satisfaction method using factor analysis for healthcare systems. The factor analysis technique is used here to analyze the important factors necessary for detection. The main aim of the technique is to improve the quality of service (QoS) of employees. Experimental results show that the proposed method enhances healthcare systems’ significance and feasibility.
Seok et al. [ 27 ] developed an artificial neural network (ANN) based job satisfaction method for educational institutions. Multiple regression analysis is used to analyze the actual relationship between teachers and students. The regression analysis approach decreases the computation process’s time and energy consumption. The developed ANN method accurately predicts the technical factors that the teachers use.
Moslehpour et al. [ 28 ] introduced a configurational approach to job satisfaction (JS). The actual aim of the approach is to analyze the job satisfaction range of the workers. The emotional competence (EC) and positivity ratios of workers are identified. EC produces optimal data that minimizes the latency in the JS detection process. Compared with other approaches, the introduced approach increases the workers’ tendency and ethical ambiguity level.
Grolleau et al. [ 29 ] developed an empirical analysis method for job satisfaction in French firms. A lagged predictor is used in the method to predict the necessary variables for the detection process. The developed method also produces innovative ideas and techniques to improve the overall job satisfaction range of the employees. The developed analysis method improves the performance and efficiency range of employees.
Sung and Hu [ 30 ] proposed a new detection method using job satisfaction. The technique aims to identify the exact impact of airline internal branding based on work outcomes. The identical idea, working ability, communities, productivity, and leadership ratio of workers are detected in the database. The detected data provide optimal data for the job satisfaction detection process. The proposed method increases the feasibility and effectiveness organizations.
Chang et al. [ 31 ] designed a regression analysis-based job satisfaction detection method for healthcare centres. The developed method is mostly used in rural areas to identify the impacts of electricity and lights in healthcare. The designed method also predicts the issues that occur while providing emergency services to users. The developed method minimizes the complexity level of providing services to users in healthcare centres.
Quantitative assessments are fond of various impacting features/ attributes subject to fluctuations. Based on the various impacting features, a professional’s job satisfaction level and personal development are tedious to analyze. The study is due to internal and external demands and data circulation. By augmenting productivity-dependent data, the variations are less identified, regardless of the optimization function defined. This article introduces a fuzzy derivative-based assessment method to mitigate such issues in data handling.
Compared to traditional methods of measuring satisfaction on the job, the proposed method has far more beneficial aspects. For instance, compared with existing qualitative methods, the proposed model’s quantitative precision provides a more exact measurement, allowing for unambiguous and tangible findings about satisfaction levels. Then, the process guarantees that characteristics particular to each employee are considered by adapting assessments to their experiences and personal development. By incorporating fuzzy logic, the evaluation process can be more efficient and effective in optimizing work satisfaction levels while decreasing analytical overhead. The proposed technique facilitates continuous improvement by enabling continual adjustments in response to feedback and evolving conditions.
The “employee satisfaction index dataset” from [ 32 ] is used throughout the article to validate the best-affordable solution. Figure 1 presents the data representation with impact from the considered dataset.
Data representation
The attributes from the given dataset are split into personal, designation, and assessment metrics. From this data, the certifications, awards, and level attributes are the impacting features for the satisfaction determination as either yes or no (refer to Fig. 1 ).
The QAM- is designed to improve the job satisfaction of college students based on their experience and personal development inputs. The inputs from the college students are obtained, (i.e.) the partial derivative is observed each quarter. The main objective of this quantitative assessment method is to reduce errors in analyzing experience levels and personal development. The challenging task in this proposed method is the differential augmentation and correlation of two factors using fuzzy assessment for extracting the partial derivatives with the previous successive quarter validation. The partial derivatives are stored as records for the previously validated instances. The processes involved in the QAM-FL are represented in Fig. 2 .
Processes in QAM-FL
The experience and personal development of the college students are observed through their performance analysis for step-in to career progression. The observed inputs are classified as experience levels and personal growth. In experience analysis, the activity of college students in each quarter is said to be continuous and similar based on time and day. In contrast, this data is not observed on consecutive days in a personal development analysis, such as skill assessment/career awareness for the time/day. The partial derivatives are extracted using the min–max functions of the fuzzification process. After achieving the maximum factors, the remaining derivatives are halted by fuzzy logic. In this process, the proposed method optimized the validation based on cumulative experience and individual satisfaction levels shared by the students in different quarters. The best-afforded job satisfaction level is detected using this minimum and maximum derivative for various progression levels. The validation and identification process reduces the chance of analysis overhead and time spent utilizing the fuzzification process. The analysis overhead is detected using the available derivatives for different progression levels. The proposed QAM focuses on such analysis overhead through extracted partial derivatives using fuzzy logic. The Initial quantitative assessment of college students’ job satisfaction is validated using the sequence of experience and personal development \(\text{Exp}\left(Q\right)\) and \(\text{Pdv}\left(Q\right)\) identified/observed in different quarters, such that the job satisfaction \({\text{Job}}^{\text{Satif}}\left(Q\right)\) is expressed as
In Eq. ( 1 ), the variable \({C}^{\text{e}}\) represents the causing error at each quarter analysis, and the objective of reducing the causing error is for all \(Q\left(\text{Exp}*\text{Pdv}\right)\in {\text{Job}}^{\text{Satif}}\left(Q\right)\) is defined as validating successive quarters for job satisfaction. The quarter is divided into two factors (i.e.) experience \(({Q}_{\text{Exp}})\) and personal development \(({Q}_{\text{Pdv}})\) . This proposed method implies that in the job satisfaction analysis based on experience and personal development, the QA-based method will validate the best-afford job satisfaction level based on partial derivatives conditions, and the aid of fuzzy optimization is to identify all possible job satisfaction of the placed students \(\left(\Delta \right)\) is expressed as in Eq. ( 2 )
According to the above conditions, the partial derivatives of all students can be continuously validated.
Equation ( 3 ) computes the maximum possible job satisfaction of all the placed students for a prolonged time \(T\) . The above validation is pursued, augmenting job satisfaction and retaining students at \(T\) . If \(V\) means the optimal job satisfaction validation of different newly placed students. Table 1 presents the derivatives and \({C}^{\text{e}}\) they were observed during two-quarters of the four levels of the job presented in the data source.
Table 1 presents the \({C}^{\text{e}}\) and the derivatives used to validate the performance of the employees in 2 different quarters. This quarter varies for the various levels (job designation) for \(\text{pdv} (Q)\) and its corresponding \({C}^{\text{e}}\) . The appraisal and performance estimations are considered satisfied as the derivatives are fewer. Therefore the \({C}^{\text{e}}\) is less based on different dataset attributes and quarters. Hence, the successive quarter is identified with the condition \(Q={Q}_{\text{Exp}}+{Q}_{\text{Pdv}}\) such that the proposed assessment improves college students’ experience and personal development across different quarters. If \({\exists }^{d}\) means the partial derivative is validated from the model mock interviews, then \({\exists }^{d}=\left({\text{Std}}^{n}\times Q\right)-{C}^{e}\) the partial derivative observed instance will be classified using the min–max functions. The variable \(Fzy({\text{Q}}_{\text{Exp}})\) and \(Fzy({Q}_{\text{Pdv}})\) represent the fuzzy optimization of \({\text{Job}}^{\text{Satif}}\left(Q\right)\) is observed from all the students \({Std}^{n}\) in \(i\) quarters is observed such that
As per Eqs. ( 4 ) and ( 5 ), the partial derivatives are extracted using the maximum and minimum functions of the fuzzification process observed from the instances are mapped with \(\text{Exp}\left(Q\right)\) and \(\text{Pdv}\left(Q\right)\) . Based on the extracted partial derivatives, Eq. ( 1 ) is re-written as
For the expanded job satisfaction assessment, the sequence of \(\left({\text{Std}}^{n}\left(Q\right)\in T\right)\) is to validate job satisfaction for all placed students and retain them for a prolonged time. In this assessment, the first-year student experience and personal development analysis are shown in Eq. ( 6 ). The job satisfaction measure \({\text{JS}}^{m}\) is validated to identify analysis overhead based on partial derivatives using min–max functions. In this analysis, the above derivatives for the factors considered in Table 1 are used for computing \({J}^{\text{sat}}(Q)\) for different levels. This is presented in Table 2 .
In Table 2 , the \({J}^{\text{sat}}(Q)\) is validated based on the experience and fuzzy \(\left({Q}_{\text{Adv}}\right)\) from which min–max variations are identified. This computation is optimal for \({\exists }^{\text{d}}\) such that the conditions in Eq. ( 3 ) are validated. Therefore, the optimal fuzzification is performed using \({J}_{S}^{m}\) such that the Fuzzy \(\left({Q}_{\text{Pdv}}\right)\) is relied upon \(\Delta\) . From the \(\Delta\) the \({\exists }^{d}\) are extracted using \(\text{Exp}(Q)\) and \({C}^{\text{e}}\) from the previous inputs. In this case, the validations are performed using \(\text{min}\left|\sum \text{Exp} \left(Q\right)+\text{Pdv}\left(Q\right)\right|\) where \({C}^{\text{e}}\) stands for experience, which is never less than a lagging factor. Thus the \({\exists }^{\text{Sat}}(Q)\) is handled using different \({J}_{S}^{m}\) such that \(\sum_{\text{Std}=1}^{T}.\) satisfies \(\sum_{r=1}{V}_{\Delta }\) represents for fuzzy assessment. The correlating of experience and personal development of the placed students across different quarters is validated using the available data through consecutive processes. For this validation, the sequence of \({\text{Std}}^{n}\left(Q\right)\in T\) is expressed as
The above Eq. ( 7 ) follows the partial derivatives of all students, which can be continuously validated using the sequence of the previously stored data for achieving successive quarters. It is analyzed based on two factors that validate differentially. Therefore, based on the proposed method assessment, \({\text{Job}}^{\text{Satif}}\left(Q\right)=Fzy\left({Q}_{\text{Exp}}\right)+Fzy\left({Q}_{\text{Pdv}}\right)\left[1-T\left({\text{Std}}^{n}\left(Q\right)\right)\right]\) is the final output without causing errors and analysis overhead. The final job satisfaction measure based on minimum and maximum derivatives \(({\mu }_{\left({Q}_{\text{Exp}}\right)})\) and \(({\mu }_{\left({Q}_{\text{Pdv}}\right)})\) for experience and personal development validation at the first level is expressed as
Equations ( 8 ) and ( 9 ) validate that the job satisfaction of the placed students is observed using the experience and personal development for the sequence across different quarters through partial derivatives. In this initial assessment method, the validation of \({\mu }_{\left({Q}_{\text{Exp}}\right)}\) , \({\mu }_{\left({Q}_{\text{Pdv}}\right)}\) , \(Fzy\left({Q}_{\text{Exp}}\right)\) and \(Fzy\left({Q}_{\text{Pdv}}\right)\) represents the serving inputs for the successive quarter identification. The consecutive processing of fuzzy optimization helps to identify the analysis overhead in this proposed method. This fuzzification process is discussed in the following section. Where, \(\left(\frac{\text{Exp}\left(Q\right)+\text{Pdv}\left(Q\right)}{{C}^{\text{e}}}\right)\) is the job satisfaction level observed from the individual student based on partial derivatives extracted for different progression levels. Based on Eqs. ( 8 ) and ( 9 ), the variations across \({J}_{S}^{m}\) is validated in Fig. 3 .
Min–max variation for \({J}_{S}^{m}\) analysis
The satisfaction measure is computed using \(\text{Exp} (Q)\) and \(\text{Pdv}(Q)\) from the post. Based on the fuzzy optimization across various fuzzy \(\left({Q}_{\text{Pdv}}\right)\) and Fuzzy \(({Q}_{\text{Exp}})\) the variations are computed. Therefore, successive quarters are required to suppress the variations across multiple \({Q}_{\text{ex}}\) or \({Q}_{\text{Pdv}}\) such that \({J}_{S}^{m}\) based sequenced are optimized. This validation is normalized for \(\mu \forall {Q}_{m}\) . The optimality is retained using variation suppression. This variation is suppressed using different entries of \({\text{Job}}^{\text{sat}}(Q)\) provided \(T ({\text{std}}^{n}(Q)\) retains maximum \({J}_{S}^{m}\) (Refer to Fig. 3 ). At a prolonged time, QAM identifies the best-afford satisfaction level when validating the students’ appropriate experience and personal development for the next validation. This validation improves job satisfaction levels and retains students for different progression levels. According to the above condition, the two factors are differentially validated using fuzzy optimization between students’ jobs and satisfaction level, and min–max derivatives can be obtained, which is the final quantitative output of the placed student.
In Eq. ( 10 ), the college students’ experience and personal development must achieve the best-afford job satisfaction level and validate the partial derivatives using min–max functions. The quantitative assessment measure \({\text{QA}}_{m}\) represents the expected job satisfaction level to be met when extracting partial derivatives. After the maximum factors are satisfied using partial derivatives by fuzzy optimization, the job satisfaction level of the individual student will be validated, and analysis overhead will be identified in advance with progression levels. In this process, when the student’s job satisfaction level exceeds the threshold, the fuzzy process stops the derivatives. Otherwise, it will continue to identify best-fit features using min–max derivatives for extracting optimal output, and this process will continue for a prolonged time. In the fuzzification process of \({\text{QA}}_{m}\) and min–max derivatives, the proposed method is to reduce the analysis overhead and time as much as possible across different quarters. Therefore, the objective function \(F\) is computed as in Eq. ( 11 )
This article maximizes college students’ best-afforded job satisfaction and improves their experience and personal development to achieve optimal output using the available derivatives. The proposed method will optimize the extraction of partial derivatives defined in the previous section. This section introduces the implementation process of fuzzification to validate the students’ job satisfaction level. The goal is to identify the best-fit feature based on fuzzy optimization. In this sequential process, the QAM validates the individual student job satisfaction level, the output result differs for each student, and the analysis overhead is reduced. The output of the input student’s job satisfaction with min and max derivatives can be expressed as in Eq. ( 12 )
The proposed method extracted optimal output using individual satisfaction levels and cumulative experience shared by the students. In addition to the job satisfaction level and optimization output, a hidden layer handles multiple min and max derivatives for extracting optimal output across different quarters. The derivatives based on min–max variations and their applicability are verified using the factors mentioned in Table 3 .
The different levels of jobs are correlated with quarters based on their attributes such that \(\mu\) are balanced between the min and max values. The fuzzification is balanced for \(\mu \left({Q}_{\text{Pdv}}\right)\) and \(\mu \left({Q}_{\text{Exp}}\right)\) such that \({J}_{S}^{m}\) is observed for successive quarters. In this process, the \({Z}_{i}\) is optimized using \(F\) provided \({\text{QA}}_{m}\) is high, and therefore, the consecutive measure is validated as \(\left[\text{Exp}{\left(\text{Q}\right)}_{\text{T}}+\text{Pdv}{\left(Q\right)}_{T}\right]\) . These features are verified using Eq. ( 3 ) for the conditional fuzzy assessment. In this conditional assessment, the derivatives are summoned to detect the best-afford solution. Therefore \({\exists }^{d}\) is used for balancing \(F\) for \(f(Q)\) and \({A}_{\text{o}}\left(Q\right)\) . The partial derivatives are extracted using min–max functions of the fuzzy process. The student job satisfaction level and output of the hidden layer are expressed in Eqs. ( 13 ) and ( 14 )
where, \(f\left(.\right)\) represents the minimum and maximum functions of the fuzzification process. This corrects the extraction of optimal output and enhances satisfaction levels. Therefore, the experience analysis of the student can be expressed as in Eq. ( 15 )
The fuzzy optimization uses the extracted partial derivatives to continuously satisfy the satisfaction levels and identify the analysis overhead toward the minimum. The analysis overhead function is expressed as in Eq. ( 16 )
The conditions for achieving the best-afford job satisfaction level are expressed in Eq. ( 17 )
In this process, the output of the proposed method is compared with other existing methods to identify the best-afforded job satisfaction level for each student. The above condition determines the occurrence of analysis overhead in different quarters and the occurrence of min–max function observation. In this, extracting optimal output achieves \({H}_{1}=0\) as the previous output based on experience and personal development analysis such that \(\in\) maximum factor, where the improvement is needed. Therefore, this is not considered in the fuzzy process. This best-afford solution extraction based on variation optimization is analyzed in Fig. 4 . This analysis confirms the fuzzy assessment output considering \(F\) .
Best-afford solution based on variation analysis
The best-afford solutions using \(f\left(Q\right)\) for \(\mu\) and \({\text{QA}}_{m}\) are validated in Fig. 4 . Considering the derivatives \(\forall {Q}_{\text{Exp}}\) and \({Q}_{\text{Pdv}}\) , the \(F\) is satisfied by variation suppression. This process optimizes the flow of \({A}_{\text{o}}(Q)\) for multiple derivatives providing new suggestions on best-afford satisfaction outputs. In the \({J}_{S}^{m}\) Validate that the outputs vary across the min–max (variation) suppression. If this case is satisfied, then the maximum best-affordable solutions are achieved (refer to Fig. 4 ). The best-fit feature is observed at the end of all the fuzzy assessments or before the start of the next evaluation. Identification for different progression levels and minimum and maximum derivatives are observed at the best-afford job satisfaction level. Therefore, the best-fit feature holds the minimum and maximum derivatives where the first job satisfaction level is validated and later causing errors are minimized. It is to be analyzed that student experience and personal development are based on job satisfaction level validation for extracting optimal output. This observation of partial derivatives is valid from the min–max derivatives until maximum factors are achieved. Instead, the occurrence of \({A}_{\text{O}}\) continuously changes both minimum and maximum functions until the fuzzification process halts it. The identification of causing error due to less experience and less personal development observed from the students using conventional methods. Now, the job satisfaction validation (i.e.) \({\text{ Job}}^{\text{Satif}}{\left(Q\right)}_{T}\) with analysis overhead and time in experience and satisfaction level, analysis is the final observed sequence of \({\text{QA}}_{m}\) . If \(\text{Exp}\) and \(\text{Pdv}\) are not analyzed, then the whole class of \({\text{Job}}^{\text{Satif}}{\left(Q\right)}_{T}\) will be processed under min–max derivatives, resulting in high satisfaction analysis and experience extraction.
This section presents a briefing on the impact of assessment on experience extraction, satisfaction analysis, quantitative output, analysis time, and overhead. Regardless of the method-based comparisons, the job satisfaction measure varies by 0.4, 0.6, 0.8, and 1 for analyzing the impact of the metrics. In this analysis, the number of students considered is 120 (the maximum), and the experience for a maximum of 48 months is accounted for.
Figure 5 represents the partial derivative extraction for student job satisfaction levels based on experience and personal development analysis. In the proposed method, the validation of the two factors is maximized by identifying accurate satisfaction levels using the fuzzification process. The initial quantitative assessment of validating the job satisfaction level of different newly placed students in college was based on experience analysis in various quarters to identify the best-afford satisfaction level. For this process, the two factors are differentially validated through available derivatives, whereas experience extraction identifies some errors due to min–max derivatives at previous levels. Therefore, the QAM is modelled to determine the best-afford job satisfaction levels in any quarter; the experience and personal development are better findings. Based on the occurrence of min–max functions of the fuzzification process for the instances, \({\text{Exp}}_{T}\) and \({\text{Pdv}}_{T}\) belongs to \(\text{arg}\underset{Q}{\text{min}}\sum {C}^{\text{e}}\left(Q\right)\forall Q\left(\text{Exp}*\text{Pdv}\right)\) it identifies the causing errors and analysis overhead. Therefore, the number of experience extraction leveraging the job satisfaction validation is high in the proposed method in a continuous manner. Detecting such derivatives improves job satisfaction such that \(Q\left(\text{Exp}*\text{Pdv}\right)\in {\text{Job}}^{\text{Satif}}\left(Q\right)\) represents the highest experience extraction in this article.
Discussion on experience extraction
In Fig. 6 , the experience and personal development of the students across different quarters are analyzed to improve job satisfaction and retain students for a prolonged time based on validation and partial derivatives for extracting optimal output. The best-fit features are extracted from the different quarters mapping in time intervals. The job satisfaction level is validated for other students based on their experience analysis to identify the best-afford job satisfaction level. The fuzzy assessment gives outputs in continuous satisfaction level identification with partial derivatives and min–max functions for time. The partial derivatives are extracted based on the available derivatives and the experience associated with job satisfaction. This is performed using the min–max functions to satisfy both the condition \(Fzy({Q}_{\text{Exp}})\) and \(Fzy({Q}_{\text{Pdv}})\) to identify the optimal output and error occurrence. The analysis overhead and time are determined using fuzzy assessment and achieved in successive quarters, preventing overhead. The error occurrence is minimized for achieving high satisfaction analysis using the proposed method for both conditions satisfying high quantitative output using min–max derivatives.
Discussion on satisfaction analysis
The optimal job satisfaction validation of different newly placed students based on partial derivative extraction is observed for identifying the best-afford job satisfaction level is depicted in Fig. 7 . In this proposed method satisfies less analysis overhead and error occurrence by mapping the condition \(\text{Exp}\left(Q\right)\) and \(\text{Pdv}\left(Q\right)\) using fuzzy logic. In this, the partial derivatives of all students can be continuously validated by analyzing individual students’ experience and personal development in different quarters. The \(\text{Exp}\left(Q\right)\) and \(\text{Pdv}\left(Q\right)\) is validated until the maximum factor is identified from the available derivatives. The fuzzification process requires minimum and maximum functions based on the extracted partial derivative, reducing analysis overhead at the time of job satisfaction level identification for the students. The error is identified using the min–max derivatives to compute the job satisfaction measure based on the available correlation between the experience and personal development of the placed students across different quarters. It is validated using the available data through consecutive processes. Therefore, the optimal derivatives are extracted for experience and personal development analysis. Hence, this proposed method identifies the satisfaction level using min–max functions computed across multiple derivatives, and the quantitative output is high.
Discussion on quantitative output
The analysis overhead and time are identified at the fuzzy assessment across different quarters for students’ job satisfaction level detection through partial feature extraction, which is illustrated in Fig. 8 . This proposed method satisfies the minimum analysis time by computing the satisfaction level and cumulative experience of the individual student based on the improvement in personal development, and its post-maximum factor is accurately identified for retaining students for a prolonged period of time. In this manuscript, the condition \({\text{Job}}^{\text{Satif}}\left(Q\right)=Fzy\left({\text{Q}}_{\text{Exp}}\right)+Fzy\left({Q}_{\text{Pdv}}\right)\left[1-T\left({\text{Std}}^{n}\left(Q\right)\right)\right]\) is validated for achieving optimal output. The causing errors and analysis overhead is mitigated due to min–max functions until best-fit feature identification wherein the different progression levels are preceded using Eqs. ( 4 ), (5), (6), (7), (8), and (9) computations. In this proposed method, experience and personal development are analyzed to identify the satisfaction level. Based on this validation, the analysis time is less than the other factors in this article.
Discussion on analysis time
In Fig. 9 , the analysis overhead identified in the proposed method is considerably less due to different satisfaction levels, and min–max derivatives can be obtained for individual students observed from various quarters. Based on the consecutive validation of fuzzy assessment, it helps to improve job satisfaction levels and identify the analysis overhead using partial derivatives. The condition \(\left(\frac{\text{Exp}\left(Q\right)+\text{Pdv}\left(Q\right)}{{C}^{\text{e}}}\right)\) is used to achieve optimal job satisfaction level observation for the individual student depending on extracted partial derivatives for different progression levels. This validation uses the fuzzy assessment and min–max functions for best-afford job satisfaction level detection, which helps map the two factors across different quarters. After this fuzzification process, the experience and personal development analysis based on job satisfaction level is identified for the individual student to reduce analysis time and overhead. This fuzzy assessment and quantitative output help to reduce the maximum factor with the validation, improve job satisfaction levels, and retain students for different progression levels in other quarters, reducing analysis overhead in this proposed method.
Discussion on analysis overhead
The student’s job satisfaction level is assessed with the help of a quantitative assessment method with fuzzy logic. The assessment is performed according to workplace attributes and personal development. A professional’s experience is initially computed to identify their personal growth and willingness. The fuzzy optimization is applied to derive the partial derivatives for every attribute and identify the maximum best-afford solution. The minimum and maximum values for cumulative experience and variations are computed considering individual satisfaction levels. The computations are validated using different fuzzy derivatives and their impact on the partial derivatives across multiple considerations. The best-afford solution condition is validated using min–max progression and its optimal output. Therefore, this proposed method handles less complex quantitative outputs for different experienced persons over differential satisfaction levels. The proposed quantitative assessment method with fuzzy logic shows promise for evaluating job satisfaction among student professionals. However, its reliance on subjective inputs and its effectiveness across diverse considerations are still limitations. Thus, future work will focus on resolving these constraints on the proposed model by developing a more objective fuzzy model that can handle multi-attribute experience and personal data development. With this improvement, the future scope aims to improve the precision and reliability of quantitative measures.
The datasets used and/or analyzed during the current study are available from the corresponding author on reasonable request.
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Cheng, Y. Fuzzy Logic-Based Quantitative Development Model for Job Satisfaction in College Graduates. Int J Comput Intell Syst 17 , 226 (2024). https://doi.org/10.1007/s44196-024-00637-y
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Home > ETD > Doctoral > 5927
An examination of employee's perceived level of their leader's religiosity as a moderator of the relationship between an employee's religiosity and job satisfaction.
Brad Carney , Liberty University Follow
School of Behavioral Sciences
Doctor of Philosophy in Psychology (PhD)
Benjamin Wood
religiosity, moderation, employee religiosity, job satisfaction, leader’s perceived level of religiosity
Leadership Studies | Religion
Carney, Brad, "An Examination of Employee's Perceived Level of Their Leader's Religiosity as a Moderator of the Relationship Between an Employee's Religiosity and Job Satisfaction" (2024). Doctoral Dissertations and Projects . 5927. https://digitalcommons.liberty.edu/doctoral/5927
The purpose of this study was to investigate whether an employee’s perceived level of their leader’s religiosity moderates the relationship between an employee’s level of religiosity and job satisfaction. The participants in this research study were recruited through the utilization of a snowball sampling method, primarily leveraging Liberty University’s doctoral student email list and social media platforms such as Facebook and LinkedIn. Participants in the study were required to be 18 and older and had been employed under their current leader for a minimum of one year. The total sample size was N=65. The researcher used a quantitative self-reporting survey approach to data collection using the Huber and Huber (2012) Centrality of Religiosity Scale (CRS-15) survey to measure a leader's level of religiosity as perceived by the employee and an employee's level of religiosity. The Spector (1985) Job Satisfaction Survey (JSS) was used to measure an employee's level of job satisfaction. The data collected from the online CRS-15 and JSS surveys was analyzed employing a correlation research design using linear regression with moderation analysis. The results did not show a significant moderating effect on an employee’s perceived level of their leader’s religiosity. Still, they did find that employees who perceived their leader to have a high level of religiosity reported higher levels of job satisfaction. Furthermore, this study is the first to investigate an employee’s perceived level of their leader’s religiosity and the effect it has on employee job satisfaction.
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College graduates' job satisfaction is validated via their feedback, experiences and personal developments during their career progression. Validation is accomplished to ensure the students' job satisfaction and retain them for a prolonged time. The traditional validation models have difficulties in analyzing the individual satisfaction level. The research issue is addressed by introducing ...
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The purpose of this study was to investigate whether an employee's perceived level of their leader's religiosity moderates the relationship between an employee's level of religiosity and job satisfaction. The participants in this research study were recruited through the utilization of a snowball sampling method, primarily leveraging Liberty University's doctoral student email list and ...
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