Michael C. Strayer

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20122025

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math.CO2020

Classifications of $Γ$ -colored minuscule posets and $P$ -minuscule Kac--Moody representations

Michael C. Strayer

The $Γ$ -colored $d$ -complete and $Γ$ -colored minuscule posets unify and generalize multiple classes of colored posets introduced by R.A. Proctor, J.R. Stembridge, and R.M. Green. I…

math.CO2020

Classifications of $Γ$ -colored $d$ -complete posets and upper $P$ -minuscule Borel representations

Michael C. Strayer

The $Γ$ -colored $d$ -complete posets correspond to certain Borel representations that are analogous to minuscule representations of semisimple Lie algebras. We classify $Γ$ -colored…

Classifications of Γ-colored minuscule posets and P-minuscule Kac--Moody representations

Classifications of Γ-colored d-complete posets and upper P-minuscule Borel representations

Classifications of $Γ$ -colored minuscule posets and $P$ -minuscule Kac--Moody representations

Classifications of $Γ$ -colored $d$ -complete posets and upper $P$ -minuscule Borel representations