activity
20182020
collaborators

6 papers

math.CO2020

On Intersection Graph of Dihedral Group

Sanhan Khasraw

Let be a finite group. The intersection graph of is a graph whose vertex set is the set of all proper non-trivial subgroups of and two distinct vertices and are…

math.CO2020

On the Non-Commuting Graph of the Group

Sanhan Khasraw, C. H. Jaf, Nor Haniza Sarmin +1

A non-commuting graph of a finite group is a graph whose vertices are non-central elements of and two vertices are adjacent if they don't commute in . In this paper, we…

math.GR2019

On the Non-Commuting Graph of Dihedral Group

Sanhan Khasraw, Ivan Ali, Rashad Haji

For a nonabelian group G, the non-commuting graph of is defined as the graph with vertex set , where is the center of , and two distinct vertices of $Γ_…

math.RA2018

What is the probability that two elements of a finite ring have product zero?

Sanhan M. S. Khasraw

In this paper we consider the probability that two elements of a finite ring have product zero. We find bounds of this probability of a finite commutative ring with identity 1. The…

math.RA2018

Enumerating 3-generated axial algebras of Monster type

Sanhan Khasraw, Justin McInroy, Sergey Shpectorov

An axial algebra is a commutative non-associative algebra generated by axes, that is, primitive, semisimple idempotents whose eigenvectors multiply according to a certain fusion la…

math.RA2018

On the structure of axial algebras

Sanhan Khasraw, Justin McInroy, Sergey Shpectorov

Axial algebras are a recently introduced class of non-associative algebra motivated by applications to groups and vertex-operator algebras. We develop the structure theory of axial…