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20182023
most citedAutomatic Assessment of Artistic Quality of Photos

3 citations · 6 across the 11 of their papers we have counts for

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7 papers · 1 filter

math.CA2020★ 2 cited

Some extended hypergeometric matrix functions and their fractional calculus

Ashish Verma, Ravi Dwivedi, Vivek Sahai

In this paper, we study some extended hypergeometric functions from matrix point of view. We have given the integral representations of these matrix functions. Finally, we obtain s…

math.CA2020

On the incomplete Srivastava's triple hypergeometric matrix functions

Ashish Verma

The paper proposes to introduce incomplete Srivastava's triple hypergeometric matrix functions through application of the incomplete Pochhammer matrix symbols. We also derive certa…

math.CA2020

Some results on the Kampé de Feŕiet hypergeometric matrix function

Ashish Verma

In this paper, we obtain recursion formulas for the Kampé de Feŕiet hypergeometric matrix function. We also give finite and infinite summation formulas for the Kampé de Feŕiet hype…

math.CA2020

Finite summation formulas of generalized Kampé de Fériet series

Ashish Verma

In the present paper, author obtained finite summation formulas for the generalized Kampé de Fériet series. The peculiar outcome for four generalized Lauricella functions and confl…

math.CA2020

Infinite summation formulas of Srivastava's general triple hypergeometric function

Vivek Sahai, Ashish Verma

In this paper we derive the infinite summation formulas of Srivastava's general triple hypergeometric function. Certain particular cases leading to infinite summation formulas for…

math.CA2020

On the recursion formulas for the matrix special functions of one and two variables

Vivek Sahai, Ashish Verma

Special matrix functions have recently been investigated for regions of convergence, integral representations and the systems of matrix differential equation that these functions s…

math.CA2020

On the incomplete Lauricella matrix functions of several variables

Ashish Verma

In this article, we introduce incomplete Lauricella matrix functions (ILMFs) of variables through application of the incomplete Pochhammer matrix symbols. Furthermore there is…