Follow
K. Indhira
K. Indhira
Professor Grade-2 of Mathematics, VIT University
Verified email at vit.ac.in
Title
Cited by
Cited by
Year
A survey on working vacation queueing models
VM Chandrasekaran, K Indhira, MC Saravanarajan, P Rajadurai
Int. J. Pure Appl. Math 106 (6), 33-41, 2016
862016
Bulk service queueing models-a survey
S Sasikala, K Indhira
Int. J. Pure Appl. Math 106 (6), 43-56, 2016
392016
Performance prediction of interactive telemedicine
S Sasikala, K Indhira, VM Chandrasekaran
Informatics in Medicine Unlocked 11, 87-94, 2018
182018
Analysis of an M/G/1 Retrial Queue with Delayed Repair and Feedback under Working Vacation policy with Impatient Customers
MMN GnanaSekar, I Kandaiyan
Symmetry 14 (10), 2024, 2022
172022
Fuzzy sub algebras and Fuzzy K-ideals in INK-algebras
M Kaviyarasu, K Indhira, VM Chandrasekaran
International Journal of pure and applied Mathematics 113 (6), 47-55, 2017
142017
A review on classical bulk arrival and batch service queueing models
SP Niranjan, K Indhira
International journal of pure and applied Mathematics 106 (8), 45-51, 2016
142016
Review on BCI/BCK-algebras and development
M Kaviyarasu, K Indhira
Infinite Study, 2017
132017
Fuzzy p-ideal in INK-Algebra
M Kaviyarasu, K Indhira, VM Chandrasekaran
Journal of XI'an University of Architecture & Technology 12 (3), 4746-4752, 2018
112018
Neutrosophic set in INK-Algebra
M Kaviyarasu, K Indhira, VM Chandrasekaran
Infinite Study, 2020
72020
Direct product of intuitionistic fuzzy K-ideals of INK-algebras
M Kaviyarasu, K Indhira, VM Chandrasekaran
Materials today: proceedings 16, 449-455, 2019
72019
T-normed fuzzy TM-subalgebra of TM-algebras
J Thomas, K Indhira, VM Chandrasekaran
International Journal of Computational Intelligence Systems 12 (2), 706-712, 2019
72019
Queue size dependent service in bulk arrival queueing system with server loss and vacation break-off
SP Niranjan, VM Chandrasekaran, K Indhira
International journal of Knowledge Management in Tourism and Hospitality 1 …, 2017
72017
An unreliable feedback retrial queue with multi optional stages of service under at most J vacations and non-persistent customers
J Radha, K Indhira, VM Chandrasekaran
International Journal of Applied Engineering Research 10 (16), 37339-37354, 2015
72015
A batch arrival retrial queue with k-optional stages of services, Bernoulli feedback, single vacation and random breakdown
J Radha, P Rajadurai, K Indhira, VM Chandrasekaran
Global Journal of Pure and Applied Mathematics 10 (2), 265-283, 2014
72014
Interval-valued fuzzy subalgebra and fuzzy INK-ideal in INK-algebra
M Kaviyarasu, K Indhira, VM Chandrasekaran, J Kavikumar
Advances in Algebra and Analysis: International Conference on Advances in …, 2018
62018
State dependent arrival in bulk retrial queueing system with immediate Bernoulli feedback, multiple vacations and threshold
SP Niranjan, VM Chandrasekaran, K Indhira
IOP conference series: materials science and engineering 263 (4), 042144, 2017
62017
Multi stage unreliable retrial Queueing system with Bernoulli vacation
J Radha, K Indhira, VM Chandrasekaran
IOP Conference Series: Materials Science and Engineering 263 (4), 042148, 2017
62017
Introduction on INK-algebras
M Kaviyarasu, K Indhira, VM Chandrasekaran
International Journal of Pure and Applied Mathematics 115 (9), 1-10, 2017
62017
Performance analysis and ANFIS computing of an unreliable Markovian feedback queueing model under a hybrid vacation policy
K Divya, K Indhira
Mathematics and Computers in Simulation 218, 403-419, 2024
52024
Transient scrutiny of mX/g (a, b)/1 queueing system with feedback, balking and two phase of service subject to server failure under bernoulli vacation
R Rajendiran, I Kandaiyan
AIMS Mathematics 8 (3), 5391-5412, 2023
52023
The system can't perform the operation now. Try again later.
Articles 1–20