Himmet Can

most citedA New Descent Algebra of Weyl Groups of Type An

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.RT2014

Generalized Burnside Algebra of type $B_{n}$

Hasan Arslan, Himmet Can

We define the generalized Burnside algebra $H B (W_{n})$ for $B_{n}$ -type Coxeter group $W_{n}$ and construct an surjective algebra morphism between Mantaci-Reutenauer algebra ${\sum…

math.RT2014

A New Descent Algebra for Standard Parabolic Subgroups of $W (A_{n})$

Tülay Yağmur, Himmet Can

A new descent algebra $\sum_{W} (A_{n})$ of Weyl groups of type $A_{n}$ , constructed by present authors in [1], is generated by equivalence classes $[x_{J}]$ arising from the equivalenc…

math.AC2014★ 1 cited

A New Descent Algebra of Weyl Groups of Type An

Tulay Yagmur, Himmet Can

In this paper we define an equivalence relation on the set of all $x_{J}$ in order to form a basis for a new descent algebra of Weyl groups of type $A_{n}$ . By means of this, we co…

Generalized Burnside Algebra of type Bn​

A New Descent Algebra for Standard Parabolic Subgroups of W(An​)

A New Descent Algebra of Weyl Groups of Type An

Generalized Burnside Algebra of type $B_{n}$

A New Descent Algebra for Standard Parabolic Subgroups of $W (A_{n})$