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20172020
most citedClassification of simple strong Harish-Chandra -modules

4 citations · 5 across the 4 of their papers we have counts for

collaborators

8 papers

math.RT20204 cited

Classification of simple strong Harish-Chandra -modules

Yuly Billig, Vyacheslav Futorny, Kenji Iohara +1

We classify all simple strong Harish-Chandra modules for the Lie superalgebra . We show that every such module is either strongly cuspidal or a module of the highest weight…

math.RT2020

On Lie algebras of generalized Jacobi matrices

Alice Fialowski, Kenji Iohara

In this lecutre note, we consider infinite dimensional Lie algebras of generalized Jacobi matrices and , which are important in soliton…

math.HO2019

Maurice Janet's algorithms on systems of linear partial differential equations

Kenji Iohara, Philippe Malbos

This article presents the emergence of formal methods in theory of partial differential equations (PDE) in the french school of mathematics through Janet's work in the period 1913-…

math.RT2019

Invariants of the Weyl Group of Type

Kenji Iohara, Yosihisa Saito

In this note, we show the polynomiality of the ring of invariants with respect to the Weyl group of type .

math.RT2018

Schur-Weyl duality for certain infinite dimensional -modules

Kenji Iohara, Gus Lehrer, Ruibin Zhang

Let be the two-dimensional simple module and be a projective Verma module for the quantum group of at generic . We show that for any , the endo…

math.RT2018

Classification of Simple Cuspidal Modules over a Lattice Lie Algebra of Witt type

Yuly Billig, Kenji Iohara

Let be the lattice Lie algebra of Witt type associated with an additive inclusion with . In this article, the classificati…