K. N. Rajeshwari scite author profile

The paper deals with an M/M/2 Queueing Model with working vacations and reneging of customers due to impatience. The matrix geometric method is used to find the distribution of the number of customers in the system. A cost function is constructed to obtain the optimal value of the service rate to optimize (minimize) the cost function using the Quadratic Fit Search Method (QFSM). Further, the effects on the system's performance measures using numerical analysis and graphical representation are studied.

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Analysis of crowd sourced soil data for small scale ginger farms

Sharma¹,

B²,

Rajeshwari³

2016

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On sgωα-Separation Axioms, sgωα-regular and sgωα- normal spaces

Rajeshwari¹

2020

IJMTT

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K. N. Rajeshwari

Analysis and Comparative Study of Various Performance Measures of M/G/1 and M/G/S Queuing Models

A note on feedback cyclicity of C[Y]

Optimization of M/M/2 Queueing Model with Working Vacations

Analysis of crowd sourced soil data for small scale ginger farms

On sgωα-Separation Axioms, sgωα-regular and sgωα- normal spaces

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