Bivariate Optimal Replacement Policies Under Partial Product Process for Multistate Degenerative Systems with Varying Cost Structures

Authors

  • Affan Ahmed .J Research scholar, Thiruvalluvar University, Serkkadu, Vellore.
  • Syed Tahir Hussainy Department of Mathematics, Islamiah College (Autonomous), Vaniyambadi, India.
  • P. Govindaraju and U. Rizwan Department of Mathematics, Islamiah College (Autonomous), Vaniyambadi, India.

Keywords:

Partial Product Process, Replacement Policy, Renewal Reward Process, Varying Cost and Virtual Repair Time.

Abstract

In this study examines a multistate degenerative system with -working states having -distinct rewards and -failure states with -different repair costs and its maintenance difficulty. The long-run average cost of a multistate degenerative system within the bivariate replacement polices  with varying cost is assessed. The optimality exists under the bivariate replacement policies with partial product process demonstrated.

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Published

2024-11-21

How to Cite

Affan Ahmed .J, Syed Tahir Hussainy, & P. Govindaraju and U. Rizwan. (2024). Bivariate Optimal Replacement Policies Under Partial Product Process for Multistate Degenerative Systems with Varying Cost Structures. Journal of Computational Analysis and Applications (JoCAAA), 33(07), 1843–1868. Retrieved from https://eudoxuspress.com/index.php/pub/article/view/2180

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