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Ashish Verma
Observed names:
Verma, Ashish,
Verma, Ashish,
Verma,Ashish
Institution:
Veer Bahadur Singh Purvanchal University
Observed institutions:
University of Lucknow,
Shri Ramswaroop Memorial University,
Prof. Rajendra Singh (Rajju Bhaiya) University,
Madhav Institute of Technology & Science,
Veer Bahadur Singh Purvanchal University
ORCID:
0000-0002-0776-5730
Observed ORCID:
0000-0002-0776-5730
OpenAlex ID:
A5032170456
Recursion formulas for multivariable hypergeometric functions
2015
·
Vivek Sahai
, Ashish Verma
·
Asian-European Journal of Mathematics
·
17
On the incomplete second Appell hypergeometric matrix functions
2019
·
Ashish Verma
, Sarasvati Yadav
·
Linear and Multilinear Algebra
·
15
Recursion formulas for the Srivastava–Daoust and related multivariable hypergeometric functions
2016
·
Vivek Sahai
, Ashish Verma
·
Asian-European Journal of Mathematics
·
11
Recursion formulas for Srivastava’s general triple hypergeometric function
2016
·
Vivek Sahai
, Ashish Verma
·
Asian-European Journal of Mathematics
·
11
Recursion Formulas for Exton's triple Hypergeometric Functions
2016
·
Vivek Sahai
, Ashish Verma
·
Kyungpook mathematical journal
·
10
On an extension of the generalized Pochhammer symbol and its applications to hypergeometric functions
2016
·
Vivek Sahai
, Ashish Verma
·
Asian-European Journal of Mathematics
·
8
nth-Order q-derivatives of multivariable q-hypergeometric series with respect to parameters
2014
·
Vivek Sahai
, Ashish Verma
·
Asian-European Journal of Mathematics
·
8
On the incomplete Srivastava’s triple hypergeometric matrix functions
2020
·
Ashish Verma
·
Quaestiones Mathematicae
·
7
PDF
Recursion formulas for Srivastava’s general triple q-hypergeometric series
2020
·
Ashish Verma
, Sarasvati Yadav
·
Afrika Matematika
·
6
nth-order q-derivatives of Srivastava's General Triple q-hypergeometric Series with Respect to Parameters
2016
·
Vivek Sahai
, Ashish Verma
·
Kyungpook mathematical journal
·
6
Some results of new extended beta, hypergeometric, Appell and Lauricella matrix functions
2022
·
Ashish Verma
, Saurabh Bajpai
, et al.
·
Research in Mathematics
·
5
Some Formulas for New Quadruple Hypergeometric Functions
2021
·
Jihad A. Younis
, Hassen Aydi
, et al.
·
Journal of Mathematics
·
5
PDF
Some recursion formulas for q-Lauricella series
2019
·
Ashish Verma
, Vivek Sahai
·
Afrika Matematika
·
5
Recursion formulas for certain quadruple hypergeometric functions
2021
·
Jihad Younis
, Ashish Verma
, et al.
·
Advances in Difference Equations
·
4
PDF
On the Kampé de Fériet Hypergeometric Matrix Function
2021
·
Ashish Verma
, Jihad Younis
, et al.
·
Mathematical Problems in Engineering
·
4
PDF
Some results on Srivastava’s triple hypergeometric matrix functions
2020
·
Ashish Verma
·
Asian-European Journal of Mathematics
·
4
Some Summation Formulas for the Generalized Kampé de Fériet Function
2021
·
Ashish Verma
, Jihad Younis
, et al.
·
Mathematical Problems in Engineering
·
3
PDF
Generating Functions for Some Hypergeometric Functions of Four Variables via Laplace Integral Representations
2021
·
Jihad Younis
, Maged Bin-Saad
, et al.
·
Journal of Function Spaces
·
3
PDF
Some extended hypergeometric matrix functions and their fractional calculus
2020
·
Verma, Ashish
, Dwivedi, Ravi
, et al.
·
arXiv (Cornell University)
·
3
PDF
Finite summation formulas of Srivastava’s general triple hypergeometric function
2018
·
Vivek Sahai
, Ashish Verma
·
Asian-European Journal of Mathematics
·
3
Generalized Incomplete Pochhammer Symbols and Their Applications to Hypergeometric functions
2018
·
Ashish Verma
, Vivek Sahai
·
3
Some properties of Ψ-gamma, Ψ-beta and Ψ-hypergeometric matrix functions
2024
·
Ashish Verma
, Komal Singh Yadav
, et al.
·
Analysis
·
2
Some results for the incomplete Lauricella matrix functions of many variables
2024
·
Ashish Verma
, Komal Singh Yadav
, et al.
·
Asian-European Journal of Mathematics
·
1
On the matrix version of new extended Gauss, Appell and Lauricella hypergeometric functions
2021
·
Verma, Ashish
, Dwivedi, Ravi
·
arXiv (Cornell University)
·
1
PDF
On the extended incomplete exponential matrix functions
2026
·
Verma, Ashish
, Yadav, Komal Singh
, et al.
·
Nonlinear studies
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Works count:
40
Citation count:
145
H-index:
7
I10-index:
5
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