George Oppen's " Discrete Series " relates its poetic seriality to the mathematic concept of a discrete series.
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George Oppen's " Discrete Series " relates its poetic seriality to the mathematic concept of a discrete series.
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An example of an L-packet is the set of discrete series representations with a given infinitesimal character and given central character.
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Quaternionic representations are analogous to holomorphic discrete series representations, which exist when the symmetric space of the group has a complex structure.
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Invariant convex cones arise in the analysis of holomorphic semigroups in the contraction operators on the holomorphic discrete series; its interior acts by Hilbert Schmidt operators.
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For example, the discrete series representations of SL 2 ( "'R "') are grouped into L-packets with two elements.
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Quaternionic discrete series representations exist when the maximal compact subgroup of the group " G " has a normal subgroup isomorphic to SU ( 2 ).
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Oppen had begun working on poems for what was to be his first book, " Discrete Series ", a seminal work in early Objectivist history.
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The unitary highest weight representations of these algebras have a classification analogous to that for the Virasoro algebra, with a continuum of representations together with an infinite discrete series.
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Blattner's formula is what one gets by formally restricting the Harish-Chandra character formula for a discrete series representation to the maximal torus of a maximal compact group.
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