activity
20192026
most citedOn spectrum of the zero-divisor graph of matrix ring

1 citations · 1 across the 6 of their papers we have counts for

collaborators

6 papers

math.DS2026

On solution of Diffusion Equation using Conformable Laplace Transform

Somnath Sarate, Anil Khairnar, Krishnat Masalkar

The inversion theorem and convolution theorem of the conformable fractional Laplace transforms are developed. All the elementary properties of the classical Laplace transform are e…

math.DS2024

Limit cycles of piecewise smooth differential systems with nilpotent center and linear saddle

Nanasaheb Phatangare, Krishnat Masalkar, Subhash Kendre

In this paper, we study the number of limit cycles of a piecewise smooth differential system separated by one or two parallel straight lines or rays formed by a nilpotent center or…

math.DS2024

Limit cycles of piecewise smooth differential systems of the type nonlinear center and saddle

Nanasaheb Phatangare, Krishnat Masalkar, Subhash Kendre

Piecewise linear differential systems separated by two parallel straight lines of the type of center-center-Hamiltonian saddle and the center-Hamiltonian saddle-Hamiltonian saddle…

math.SP2023★ 1 cited

On spectrum of the zero-divisor graph of matrix ring

Krishnat Masalkar, Anil Khairnar, Anita Lande +1

For a ring , the zero-divisor graph is a simple graph whose vertex set is the set of all non-zero zero-divisors in a ring , and two distinct vertices and are a…

math.SP2021

Spectra of the zero-divisor graph of finite rings

Krishnat D. Masalkar, Anil Khairnar, Anita Lande +1

The zero-divisor graph of a ring is a graph with nonzero zero-divisors of as vertices and distinct vertices are adjacent if or . We provide an equ…

math.DS2019

Bifurcations of limit cycles in piecewise smooth Hamiltonian system with boundary perturbation

Nanasaheb Phatangare, Krishnat Masalkar, Subhash Kendre

In this paper, the general planar piecewise smooth Hamiltonian system with period annulus around the center at the origin is considered. We obtain the expressions for the first ord…