S. Okada

activity

19972025

most citedPfaffian Formulas and Schur Q-Function Identities

30 citations · 97 across the 22 of their papers we have counts for

collaborators

Showing 2019Show all

2 papers · 1 filter

math.CO2019

A bialternant formula for odd symplectic characters and its application

Soichi Okada

We present a bialternant formula for odd symplectic characters, which are the characters of indecomposable modules of odd symplectic groups introduced by R. Proctor. As an applicat…

math.CO2019★ 5 cited

A Generalization of Schur's $P$ - and $Q$ -Functions

Soichi Okada

We introduce and study a generalization of Schur's $P$ -/ $Q$ -functions associated to a polynomial sequence, which can be viewed as ``Macdonald's ninth variation'' for $P$ -/ $Q$ -funct…

A bialternant formula for odd symplectic characters and its application

A Generalization of Schur's P- and Q-Functions

A Generalization of Schur's $P$ - and $Q$ -Functions