Dr. K. P. Jose

1. An (s, S) inventory system with positive lead-time, loss and retrial of customers . A Krishnamoorthy, KP Jose – Stochastic Modelling and Applications, 2005

2. Matrix analytic solution to an inventory with service, reneging of customers and shortage. A Krishnamoorthy, KP Jose – OPSEARCH-NEW DELHI-, 2007

3. Numerical investigation of a PH/PH/1 inventory system with positive service time and shortage. A Krishnamoorthy, KP Jose, VC Narayanan – Neural Parallel Sci. Comput, 2008

4. Three production inventory systems with service, loss and retrial of customers. A Krishnamoorthy, KP Jose – Int. J. Inf. Manag. Sci, 2008

5. Comparison of inventory systems with service, positive lead-time, loss, and retrial of customers. A Krishnamoorthy, KP Jose – Journal of Applied Mathematics and Stochastic Analysis, 20086.

6. GERT analysis of a three unit cold standby system with single repair facility. KP Jose – Journal of Computer and Mathematical Sciences, 2012

7.  A stochastic Inventory System with Two Service Rates. K.R. Rejitha, K.P. Jose, Proceedings of Advances in Mathematical Modelling and its Application, 2016

8. Analysis of two production inventory systems with buffer, retrials and different production rates. KP Jose, SS Nair – Journal of Industrial Engineering International, 2017

9. Two inventory models with non‐identical modes of service. KP Jose, K Rejitha – International Journal of Pure and Applied Mathematics, 2017

10. A MAP/PH/1 production inventory model with varying service rates. SS Nair, KP Jose – Int. J. Pure Appl. Math., 2017

11.A queuing-inventory system with MAP, retrials and different replenishment rates. KR Rejitha, KP Jose – Int. J. Pure Appl. Math, 2017

12. A stochastic inventory system with two modes of service and retrial of customers. KR Rejitha, KP Jose – Opsearch, 2018

13. International Journal of Mathematical Archive-9 (12), 2018, 30-40 Available online through www. ijma. info ISSN 2229–5046 KP JOSE, SS NAIR – 2018

14. A queueing-inventory system with perishable items and retrial of customers. PS Reshmi, KP Jose – Malaya J. Math, 2019

15. SOLUTION TO PRODUCTION INVENTORY SYSTEMS WITH ORBIT, BUFFER AND DIFFERENT SERVICE RATES. SS Nair, KP Jose – Palestine Journal of Mathematics, 2019

16.  A Geo/Geo/1 inventory priority queue with self induced interruption. MP Anilkumar, KP Jose – International Journal of Applied and Computational Mathematics, 2020

17. A MAP/PH/1 perishable inventory system with dependent retrial loss. PS Reshmi, KP Jose – International Journal of Applied and Computational Mathematics, 2020

18. On a retrial production inventory system with vacation and multiple servers. KP Jose, P Beena – International Journal of Applied and Computational Mathematics,  2020

19.  A PH distributed production inventory model with different modes of service and MAP arrivals. SS Nair, KP Jose – Applied Probability and Stochastic Processes, 2020

20.  Modelling of an M/M/2 production inventory system with multiple vacation. P Beena, KP Jose – Malaya Journal of Matematik, 2020

21. A discrete time Geo/Geo/1 inventory system with modified N-policy. MP Anilkumar, KP Jose – Malaya Journal of Matematik (MJM), 2020

22. A discrete time perishable inventory model with positive lead time. J Joy, KP Jose – Malaya Journal of Matematik, 2020

23. Investigation of a production inventory model with two servers having multiple vacations. P Beena, KP Jose – J. Math. Comput. Sci., 2020

24. A production inventory model with deteriorating items and retrial demands.  KP Jose, PS Reshmi – OPSEARCH, 2021

25.  Stochastic Decomposition of Geo/Geo/1 Production Inventory System. MP Anilkumar, KP Jose – Journal of Physics: Conference Series, 2021

26. A MAP/PH (1), PH (2)/2 Production Inventory System with Multiple Servers and Varying Service Rates. P Beena, KP Jose – Journal of Physics: Conference Series, 2021

27. A MAP/PH/1 Production Inventory Model with Perishable Items and Dependent Retrials. KP Jose, PS Reshmi – Journal of Physics: Conference Series, 2021

28. Analysis of a discrete time queueing-inventory model with back-order of items. MP Anilkumar, KP Jose – 3c Empresa: investigación y pensamiento crítico, 2022

29. A PRODUCTION INVENTORY MODEL WITH N-POLICY. NJ Thresiamma, KP Jose – ББК 22.17 И74 Информационные технологии и , 2022

1.Discrete time priority queue with self generated interruption MP Anilkumar, KP Jose – AIP Conference Proceedings, 2020

2. A MAP/PH (1), PH (2)/2 production inventory model with inventory dependent production rate and multiple servers. KP Jose – AIP Conference Proceedings, 2020

3. Stochastic optimization of local purchase quantities in a Geo/Geo/1 production inventory system. K P Jose, MP Anilkumar, Distributed Computer and Communication Networks: Control, Computation, Communications: 23rd International Conference, DCCN 2020, Moscow, Russia, September 14-18, 2020, Revised Selected Papers 23

4. Spectral Analysis of a Discrete-Time Queueing Model with N-Policy on an Accelerated Service.   MP Anilkumar, KP Jose – International Conference on Information Technologies and Mathematical Modelling, 2020

5. Analysis of a MAP/PH (1), PH (2)/2 Production Inventory System Under the Bernoulli Vacation Scheme. P Beena, KP Jose – International Conference on Information Technologies and Mathematical Modelling, 2020

6. A MAP/M/1 production inventory model with varying PH distributed production rates. SS Nair, KP Jose – AIP Conference Proceedings, 2020

7. A perishable system with inventory dependent arrival of customers. PS Reshmi, KP Jose – AIP Conference Proceedings, 2020

8. Comparative study of two queuing inventory models with buffer, retrials and different service rates. KR Rejitha, SS Nair, KP Jose – AIP Conference Proceedings, 2020

9. N-policy for a production inventory system with positive service time. NJ Thresiamma, KP Jose – International Conference on Information Technologies and Mathematical Modelling, 2021

10. A MAP/PH (1), PH (2)/2 inventory system with production, multiple servers and vacations. P Beena, KP Jose – Информационные технологии и математическое, 2021

11. Generalised Self-induced Service Interruption and Consequent Reduced Priority in Discrete-Time Queues. MP Anilkumar, KP Jose – International Conference on Information Technologies and Mathematical modeling, 2021

12. An eigen value approach to a discrete-time queueing model with N-policy on two modes of service. MP Anilkumar, KP Jose – Информационные технологии и математическое, 2021

13. N-Policy on a Retrial Inventory System. KP Jose, NJ Thresiamma – International Conference on Information Technologies and Mathematical Modeling, 2022

14. Modelling of a MAP/PH (1), PH (2)/2 Production Inventory System with Multiple Servers and Production Vacations. KP Jose – International Conference on Information Technologies and Mathematical Modeling, 2022

15. A Discrete Time Perishable Inventory System Under (s, S) policy and Age-Dependent-Requests. J Joy, KP Jose – International Conference on Information Technologies and Mathematical Modeling, 2022