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Dr Abhimanyu Singh Yadav

vidwan id: 93565
Male

Assistant Professor, Department of Statistics
Banaras Hindu University

Expertise

  • Statistics and Probability

Publications

Total Articles 37
Books 0
Proceedings 0

Publications

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Scopus

Citations 440
h-index 12

CrossRef

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Citations 91
h-index 5
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Bio

Statistical Inference, Bayesian Inference and Computation, Distribution Theory

Personal Details

  • Male
  • Assistant Professor , Banaras Hindu University
  • Bandar Sindri, KIshangarh Rajasthan, India
PhD
Other Institute 2015
Assistant Professor Dec 2019 – Present
Banaras Hindu University | Department of Statistics
Assistant Professor Sep 2017 – Dec 2019
Central University of Rajasthan | Department of Statistics

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Co-Authors (6)

Abhimanyu Singh

Dr Abhimanyu Singh Yadav

Banaras Hindu University

Debayan

Mr Debayan Koley

Adamas University

Harsh

Dr Harsh Tripathi

Symbiosis International University, Pune

Mahendra

Dr Mahendra Saha

University of Delhi

Subhradev

Dr Subhradev Sen

Alliance University, Bangalore

Sudhansu S.

Prof Sudhansu S. Maiti

Visva-Bharati University

Scholarly Work

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Scholarly Publications

Parametric inference of generalized process capability index Cpyk for the power Lindley distribution

Open Access
Article

Validation of Xgamma Exponential Model via Nikulin-Rao-Robson Goodness-of-Fit-Test under Complete and Censored Sample with Different Methods of Estimation

Open Access
Article
Authors: Yadav A.S.;Shukla S.;Goual H.;Saha M.;Yousof H.M.

Statistical Inference for Truncated Inverse Lomax Distribution and its Application to Survival Data

Open Access
Article

Estimation procedures for a flexible extension of Maxwell distribution with data modeling

Open Access
Article

Reliability Test Plan Based on Logistic-Exponential Distribution and Its Application

Open Access
Article

THE EXPONENTIATED XGAMMA DISTRIBUTION: A NEW MONOTONE FAILURE RATE MODEL AND ITS APPLICATIONS TO LIFETIME DATA

Open Access
Article

Burr–Hatke Exponential Distribution: A Decreasing Failure Rate Model, Statistical Inference and Applications

Open Access
Article

Confidence intervals of the index Cpk for normally distributed quality characteristics using classical and Bayesian methods of estimation

Open Access
Article