Samuel Chamberlin

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20112020

most citedIntegral Bases for the Universal Enveloping Algebras of Map Algebras

2 citations · 2 across the 7 of their papers we have counts for

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math.RT2015

Bases for the Global Weyl modules of $sl_{n}$ of highest weight $m ω_{1}$

Samuel Chamberlin, Amanda Croan

We utilize a theorem of B. Feigin and S. Loktev to give explicit bases for the global Weyl modules for the map algebras of the form $sl_{n} \otimes A$ of highest weight $mω…

math.RT2015

On the Structure of a quotient of the global Weyl module for the map superalgebra $sl (2, 1)$

Irfan Bagci, Samuel Chamberlin

Let $A$ be a commutative, associative algebra with unity over $C$ . Using the definition of global Weyl modules for the map superalgebras given by Calixto, Lemay, and Savag…

Bases for the Global Weyl modules of sln​ of highest weight mω1​

On the Structure of a quotient of the global Weyl module for the map superalgebra sl(2,1)

Bases for the Global Weyl modules of $sl_{n}$ of highest weight $m ω_{1}$

On the Structure of a quotient of the global Weyl module for the map superalgebra $sl (2, 1)$