Mohsen Aliabadi, Shiva Soleimany Dizicheh
Published 2018-08-15Version 1
The question of finding sets of monomials which are removable from a generic homogeneous polynomial through a linear change in its variables raised by E. K. Wakeford in 1916. This linear algebra question motivated J. Losonczy to define the concept of acyclic matchings in Zn, and later in abelian groups. In this paper, we give a constructive approach to study the acyclic matchings in acyclic groups
On distance-regular Cayley graphs over abelian groups of rank $2$
Families of Type-2 Isomorphic Circulant Graphs of Order $np^3$ w.r.t. $r = p$ and Their Abelian Groups
Orbits of pairs in abelian groups
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