activity
20122023
most citedEntanglement and chaos near critical point in strongly coupled gauge theory

14 citations · 35 across the 6 of their papers we have counts for

collaborators

8 papers

hep-th2023★ 14 cited

Entanglement and chaos near critical point in strongly coupled gauge theory

Sanjay Pant, Debanjan Karan

We perform a holographic study of the high and low temperature behaviours of logarithmic negativity (LN) and entanglement wedge cross section (EWCS) in a large strongly coupled…

math.CV2023

On Solutions of Certain Non-Linear Differential-Difference Equations

Garima Pant, Sanjay Kumar Pant

We study about solutions of certain kind of non-linear differential difference equations and $$f^{n}(z…

math.CV2022

A note on squeezing function and its generalizations

Naveen Gupta, Sanjay Kumar Pant

This note investigates the relation between squeezing function and its generalizations. Using the relation obtained, we present an alternate method to find expression of generalize…

math.CV2022

Study of Solutions of Certain Kind of Non-Linear Differential Equations

Garima Pant, Manisha Saini

In this paper we study about the existence of solutions of certain kind of non-linear differential and differential-difference equations. We give partial answer to a problem which…

math.CV2021

Entire Solutions Of Certain Non-Linear Differential-Difference Equations

Garima Pant, Sanjay Kumar Pant

In this paper, we study about existence and non-existence of finite order transcendental entire solutions of the certain non-linear differential-difference equations. We also study…

math.CV2020★ 14 cited

Squeezing function corresponding to polydisk

Naveen Gupta, Sanjay Kumar Pant

In the present article, we define squeezing function corresponding to polydisk and study its properties. We investigate relationship between squeezing fuction and squeezing functio…

math.CV2013

Normality and Sharing Values

Gopal Datt, Sanjay Kumar Pant

In this paper, we obtained some normality criteria for families of holomorphic functions. Which generalizes some results of Fang, Xu, Chen and Hua.

math.DS2012★ 7 cited

Dynamics of composite entire functions

Dinesh Kumar, Gopal Datt, Sanjay Kumar Pant

It is known that the dynamics of and vary to a large extent from that of its composite entire functions. Using Approximation theory of entire functions, we have shown the e…