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Mikaël Cavallin

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Restriction of irreducible modules for Spin2+1(K) to Spin2(K)

Mikaël Cavallin

Let K be an algebraically closed field of characteristic

p\geq0

and let

Y=SPin_{2n+1}(K) (n\geq3)

be a simply connected simple algebraic group of type

B_n

over

K

. Also let

X

be the subgroup of type

D_n

, embedded in

Y

in the usual way, as the ...

2017

Mikaël Cavallin

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Structure of certain Weyl modules for the Spin groups

Restriction of irreducible modules for Spin2+1(K) to Spin2(K)

An algorithm for computing weight multiplicities in irreducible modules for complex semisimple Lie algebras

Restriction of irreducible modules for Spin2+1(K) to Spin2(K)

An algorithm for computing weight multiplicities in irreducible modules for complex semisimple Lie algebras

Structure of certain Weyl modules for the Spin groups