- Hacettepe Journal of Mathematics and Statistics
- Volume:33
- A STATISTICAL MODEL OF OCCUPATIONAL MOBILITY - A SALARY BASED MEASURE
A STATISTICAL MODEL OF OCCUPATIONAL MOBILITY - A SALARY BASED MEASURE
Authors : Asis Kumar CHATTOPADHYAY, Shahjahan KHNA
Pages : 77-90
View : 15 | Download : 5
Publication Date : 2004-01-01
Article Type : Research Paper
Abstract :Mobility models are very useful in explaining the movements of people over socio-economic and job categories. Occupational mobility deals with the movements of individuals over job categories during their employment periods. Since the time interval between successive job changes is a random variable, di®erent occupational mobility models have been developed by scientists using modified Markov and semi- Markov processes. This phenomenon can be modelled by considering the underlying factors such as job satisfaction, salary, distance of the work place, family requirements and others. Unlike most of the pre- vious works in this area, the present study suggests a new measure of occupational mobility based on the distribution of wages. Here a general occupational mobility model has been developed to study the pattern of mobility during the service life of employees. First the prob- ability distribution of the number of job changes in the entire employ- ment life of individuals has been obtained considering the inter-job o®er times insert ignore into journalissuearticles values(within an interval); and the associated wages as random variables. Then a measure of occupational mobility based on this dis- tribution has been developed. The results are obtained under both frequentist and Bayesian frameworks. As an application of the pro- posed model the results in this paper have been illustrated by using data from a recent survey among the staff members of the University of Southern Queensland, Australia.Keywords : Occupational mobility, Distribution of wages and job offers, Measure of job changes, Geometric and Gamma distributions, Survey data, Distribution of order statistics