Subscribe

Subscribe to our Newsletter and get informed about new publication regulary and special discounts for subscribers!

BMSA > Volume 2 > Expected Time to Recruitment in an Organization...
< Back to Volume

Expected Time to Recruitment in an Organization with Two Grades Involving Two Thresholds

Full Text PDF

Abstract:

An organization with two grades subjected to loss of man-power due to the policy decisions taken by the organization is considered. Three mathematical models are constructed using an univariate recruitment policy, based on shock model approach involving optional and mandatory thresholds for the loss of man-power in each grade. The system performance measures namely mean and variance of time to recruitment are obtained for all the models when (i) the loss of man-hours form a sequence of independent and identically distributed exponential random variables (ii) the inter-decision times form an order statistics according as the optional thresholds follow exponential or extended exponential and the distribution of mandatory thresholds possess SCBZ property. The analytical results are numerical illustrated and the influence of nodal parameters on the performance measures is also reported.

Info:

Periodical:
Bulletin of Mathematical Sciences and Applications (Volume 2)
Pages:
48-60
Citation:
J. Sridharan et al., "Expected Time to Recruitment in an Organization with Two Grades Involving Two Thresholds", Bulletin of Mathematical Sciences and Applications, Vol. 2, pp. 48-60, 2012
Online since:
November 2012
Export:
Distribution:
References:

Bartholomew D.J., and Forbes, A.F., Statistical Techniques for Manpower planning, John Wiley and sons (1979).

Esther Clara, J.B., Contributions to the study of Stochastic models in Manpower planning, Bharathidasan University, Ph. D Thesis June (2012).

Medhi.J. Stochastic Processes, Wiley Eastern, New Delhi.

Muthaiyan, A., Sulaiman, A., and Sathiyamoorthi, R. A Stochastic model based on Order Statistics for Estimation of Expected Time to Recruitment. Acta Ciencia Indica, 5(2) (2009).

Sridharan.J., Saranya.P., and Srinivasan.A. A Stochastic model based on order statistics for estimation of expected time to recruitment in a two-grade man-power system with different types of thresholds, International Journal of Multidisciplinary Research and Advances in Engineering 6(5) (2012).

Sridharan.J., Saranya.P., and Srinivasan.A. A Stochastic model based on order statistics for estimation of expected time to recruitment in a two-grade man-power system using a univariate recruitment policy involving geometric threshold, Antarctica journal of Mathematics, 10(1), (2013).

Sridharan.J., Saranya, P., and Srinivasan.A. Variance of time to recruitment in a two-grade manpower system with extended exponential thresholds using Order Statistics for inter-decision times, Archimedes journal of Mathematics, 3(1), (2013).

Sridharan.J., Saranya, P., and Srinivasan.A. Variance of time to recruitment in a two-grade manpower system with exponential and extended exponential thresholds using order statistics for inter-decision times, To appear in Bessel Journal of Mathematics.

Srinivasan, A., Vasudevan, V., Variance of the time to recruitment in an organization with two grades. Recent Research in Science and technology, 3(1), (2011), 128-131.

Srinivasan, A., Vasudevan, V., A Stochastic model for the expected time to recruitment in atwo graded manpower system . Antartica Journal of Mathematics, 8(3), (2011), 241-248.

Srinivasan, A., Vasudevan, V., A manpower model for a two-grade system with univariate policy of recruitment. International review of pure and Applied Mathematics, 7(1), (2011), 79-88.

Srinivasan, A., Vasudevan, V. A Stochastic model for the expected time to recruitment in a two graded manpower system with two discrete thresholds . International Journal of Mathematical Analysis and Applications, 6(1), (2011), 119-126.

Vidhya, S., and Srinivasan, A., Expected time for recruitment in a multigraded manpower system having correlated inter -decision times when the threshold distribution has SCBZ property, Reflection des ERA-JMS, 5(3), (2010), 229-238.

Show More Hide
Cited By:
This article has no citations.