Michael C. Strayer

activity

20122020

collaborators

3 papers

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…

math.CO2018

Unified characterizations of minuscule Kac--Moody representations built from colored posets

Michael C. Strayer

R.M. Green described structural properties that ``doubly infinite'' colored posets should possess so that they can be used to construct representations of most affine Kac--Moody al…

math.CO2012

Recursive bijections for Catalan objects

Stefan Forcey, Mohammadmehdi Kafashan, Mehdi Maleki +1

In this note we introduce several instructive examples of bijections found between several different combinatorially defined sequences of sets. Each sequence has cardinalities give…

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

Unified characterizations of minuscule Kac--Moody representations built from colored posets

Recursive bijections for Catalan objects

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