activity
20232026
most citedGeneralized zero-divisor graph of -rings

2 citations · 2 across the 6 of their papers we have counts for

collaborators

7 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.RA2025

On Generalized p.q.-Baer -rings

Sanjay More, Anil Khairnar

We introduced the class of weakly generalized p.q.-Baer -rings. It is proved that under some assumptions every weakly generalized p.q.-Baer -ring can be embedded in generaliz…

math.CO2025

On Generalized Rickart -rings

Anil Khairnar, Sanjay More

A ring with an involution is a generalized Rickart -ring if for all the right annihilator of is generated by a projection for some positive integer de…

math.CO2024

Strong zero-divisor graph of p.q.-Baer -rings

Anil Khairnar, Nana Kumbhar, B. N. Waphare

In this paper, we study the strong zero-divisor graph of a p.q.-Baer -ring. We determine the condition on a p.q.-Baer -ring (in terms of the smallest central projection in a…

math.RA2024

On Unitification of -rings

Sanjay More, Anil Khairnar, B. N. Waphare

S. K. Berberian raised the open problem ``Can every weakly Rickart -ring be embedded in a Rickart -ring? with preservation of right projections?" Berberian has given a partia…

math.CO20242 cited

Generalized zero-divisor graph of -rings

Anita Lande, Anil Khairnar

Let be a ring with involution and denotes the set of all non-zero zero-divisors of . We associate a simple (undirected) graph with vertex set a…