Description

In this thesis I study the untwisted affine quantum algebras and their specialization at a primitive l-th root of unity. In particular my goal is the complete description of the center, when l is odd. The center of the specialization of the quantum algebra at odd roots of unity is already known in the finite case, that is for finite dimensional semisimple Lie algebras. In this thesis I prove that analogous results hold in the affine untwisted case.

Untwisted affine quantum algebras: the highest coefficient of det H_\eta and the center at odd roots of 1

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In this thesis I study the untwisted affine quantum algebras and their specialization at a primitive l-th root of unity.... Read more

    Publisher: Birkhauser Verlag AG
    Publication Date: 01/10/1996
    ISBN13: 9788876422850, 978-8876422850
    ISBN10: 8876422854

    Number of Pages: 109

    Non Fiction , Mathematics & Science , Education

    Description

    In this thesis I study the untwisted affine quantum algebras and their specialization at a primitive l-th root of unity. In particular my goal is the complete description of the center, when l is odd. The center of the specialization of the quantum algebra at odd roots of unity is already known in the finite case, that is for finite dimensional semisimple Lie algebras. In this thesis I prove that analogous results hold in the affine untwisted case.

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