Titlebook: Representation Theory of the Virasoro Algebra; Kenji Iohara,Yoshiyuki Koga Book 2011 Springer-Verlag London Limited 2011 Fock modules.Hari

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Classification of Harish-Chandra Modules,the reader who is not familiar with Lie .-algebras and their representations, we make a brief survey of the general theory of Lie .-algebras in Appendix B that are used in the proof. This chapter can be read independently of other chapters.

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Determinant Formulae,with the same highest weight) and from a Fock module to the contragredient dual of the Verma module (with the same highest weight) play an important role to analyze Fock modules in Chapter 8 and they are also given in this chapter.

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Verma Modules I: Preliminaries,the all irreducible highest weight modules over Vir are given. In particular, the characters of minimal series representations, with fixed central charge, forms a vector-valued .(2,ℤ)-modular form and its modular transformations are also calculated.

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Verma Modules II: Structure Theorem,the all irreducible highest weight modules over Vir are given. In particular, the characters of minimal series representations, with fixed central charge, forms a vector-valued .(2,ℤ)-modular form and its modular transformations are also calculated.

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used by specific tasks and can be studied by functional imaging modalities, for example, positron emission tomography (PET) and functional magnetic resonance imaging (fMRI). Language, a complex brain function, is based on the interplay of a distributed network in which partial functions are execute

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