3 papers
math.CO2024
Combinatorial invariants for certain classes of non-abelian groups
Naveen K. Godara, Renu Joshi, Eshita Mazumdar
This article focuses on the study of zero-sum invariants of finite non-abelian groups. We address two main problems: the first centers on the ordered Davenport constant and the sec…
math.CO2024
An algebraic approach towards a conjecture on the Davenport constant
Naveen K. Godara, Renu Joshi, Eshita Mazumdar
For a finite group is defined as the least positive integer such that for every sequence $S=g_1\bdot g_2\bdot \dotsc \bdot g_k$ of length over , the…
math.GR2023
A note on a Conjecture of Gao and Zhuang for groups of order
Naveen K. Godara, Siddhartha Sarkar
The small Davenport constant of a finite group is defined to be the maximal length of a sequence over which has no non-trivial product-one subsequence. In…