2 citations · 2 across the 5 of their papers we have counts for
8 papers
On the representation dimension of finite -groups
Gurleen Kaur, Amit Kulshrestha, Ayush Udeep
For a finite group , the representation dimension is the least dimension of a faithful complex representation of . We prove that whenever…
On twisted group ring isomorphism problem for p-groups
Gurleen Kaur, Surinder Kaur, Pooja Singla
In this article, we explore the problem of determining isomorphisms between the twisted complex group algebras of finite -groups. This problem bears similarity to the classical…
Representation dimension of some finite groups
Gurleen Kaur, Amit Kulshrestha, Anupam Singh
For a finite group , the representation dimension is the smallest integer realizable as the degree of a complex faithful representation of . In this article, we compute repre…
Central units of integral group rings of monomial groups
Gurmeet K. Bakshi, Gurleen Kaur
In this paper, it is proved that the group generated by Bass units contains a subgroup of finite index in the group of central units of the…
Connecting monomiality questions with the structure of rational group algebras
Gurmeet K. Bakshi, Gurleen Kaur
In recent times, there has been a lot of active research on monomial groups in two different directions. While group theorists are interested in the study of their normal subgroups…
Semisimple finite group algebra of a generalized strongly monomial group
Gurmeet K. Bakshi, Gurleen Kaur
The complete algebraic structure of semisimple finite group algebra of a generalized strongly monomial group is provided. This work extends the work of Broche and del R{\'ı}o on st…
A generalization of strongly monomial groups
Gurmeet K. Bakshi, Gurleen Kaur
Olivieri, del R{\'ı}o and Sim{ó}n defined strongly monomial groups and a significant result proved by them is the explicit description of the simple components of the rational grou…
Character triples and Shoda pairs
Gurmeet K. Bakshi, Gurleen Kaur
In this paper, a construction of Shoda pairs using character triples is given for a large class of monomial groups including abelian-by-supersolvable and subnormally monomial group…