activity
20152026
most citedAcceptance sampling plans for inverse Weibull distribution based on truncated life test

31 citations · 31 across the 7 of their papers we have counts for

collaborators

7 papers

stat.OT2026

Optimal Designs in Multicomponent Stress Strength Reliability for the Unit Generalized Rayleigh Distribution

Rajat Das, Yogesh Mani Tripathi, Tanmay Kayal

A unified inferential framework is developed to address the stress-strength reliability of multicomponent systems under progressive Type II censoring. The maximum likelihood estima…

stat.AP2026

Optimum Multiple Sampling Plan Based on the Process Capability Index Under Type-II Hybrid Censoring

Rajat Das, Tanmay Kayal, Yogesh Mani Tripathi +1

This paper proposes a stage independent multiple sampling plan (SIMSP) to improve inspection efficiency by reducing the number of samples required at each sampling stage. Unlike co…

cs.CL2025

Balancing Global Quality and Pronoun-Specific Feedback for Context-Aware Machine Translation

Harshit Dhankhar, Baban Gain, Asif Ekbal +1

Context-aware machine translation can expose the evidence needed for pronoun choice, but standard fine-tuning does not explicitly prioritize these sparse discourse-sensitive decisi…

econ.GN2020

Determination of Bayesian optimal warranty length under Type-II unified hybrid censoring scheme

Tanmay Sen, Ritwik Bhattacharya, Biswabrata Pradhan +1

Determination of an appropriate warranty length for the lifetime of the product is an important issue to the manufacturer. In this article, optimal warranty length of the product f…

math.ST2020

Statistical inference and Bayesian optimal life-testing plans under Type-II unified hybrid censoring scheme

Tanmay Sen, Ritwik Bhattacharya, Biswabrata Pradhan +1

This article describes the inferential procedures and Bayesian optimal life-testing issues under Type-II unified hybrid censoring scheme. First, the explicit expressions of expecte…

cs.DS2020

Parameterized Algorithms for Red-Blue Weighted Vertex Cover on Trees

Vishnu Veerathu, Yogesh Tripathi

\textproc{Weighted Vertex Cover} is a variation of an extensively studied NP-complete problem, \textproc{Vertex Cover}, in which we are given a graph, , where function…