activity
20032022
most citedAdapted pairs and Weierstrass sections

3 citations · 14 across the 17 of their papers we have counts for

collaborators

18 papers

math.RT2022

The Composition Tableau and Reconstruction of the Canonical Weierstrass Section for Parabolic Adjoint Action in type

Yasmine Fittouhi, Anthony Joseph

A "Composition map" is constructed, leaning heavily on earlier work [Y. Fittouhi and A. Joseph, Parabolic adjoint action, Weierstrass sections and components of the nilfibre in typ…

math.RT2022

The Canonical Component of the nilfibre for Parabolic adjoint action in type

Yasmine Fittouhi, Anthony Joseph

This work is a continuation of [Fittouhi and Joseph, Parabolic adjoint action, Weierstrass Sections and components of the nilfibre in type ]. Let be a parabolic subgroup of…

math.RT2021★ 2 cited

Parabolic Adjoint Action, Weierstrass Sections and Components of the Nilfibre in Type

Yasmine Fittouhi, Anthony Joseph

This work is a continuation of [Y. Fittouhi and A. Joseph, Weierstrass Sections for Parabolic adjoint action in type ]. Let be an irreducible simple algebraic group and …

math.RT2020

Weierstrass sections for parabolic adjoint action in type

Yasmine Fittouhi, Anthony Joseph

The notion of "Weierstrass Section", comes from Weierstrass canonical form for elliptic curves. In celebrated work [B. Kostant, Lie group representations on polynomial rings, Amer.…

math.RT2017★ 1 cited

Trails, -graphs and Identities in Demazure Modules

Anthony Joseph

The Kashiwara crystal parametrizes a basis for the Verma module of a Kac-Moody algebra. It has a deep combinatorial structure which one seeks to understand. For each se…

math.RT2017

Convexity properties of the canonical S-graphs

Anthony Joseph

Let n be a positive integer and c an n-tuple of natural numbers. A convex set in Euclidean n-space given by a family of linear relations in the elements of c and depending on their…