Titlebook: Arithmetic and Geometry Around Hypergeometric Functions; Lecture Notes of a C Rolf-Peter Holzapfel,A. Muhammed Uludağ,Masaaki Yo Book 2007

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Expert Oracle Application Express Securityat algebraic arguments? The answer is based mainly on considerations of complex multiplication of certain Prym varieties in Jacobians of hypergeometric curves. The paper can serve as an introduction to transcendence techniques for hypergeometric functions, but contains also new results and examples.

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Business framework implementation,Istanbul in Summer of 2005. They provide an introduction to recent work on the complex ball uniformization of the moduli spaces of del Pezzo surfaces, K3 surfaces and algebraic curves of lower genus. We discuss the relationship of these constructions with the Deligne-Mostow theory of periods of hype

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https://doi.org/10.1007/978-1-4842-0484-9he complex automorphism group of .. Additionally, we endow some subvarieties of a given compact complex normal variety . with a natural weight > 1, imitating ramifications. They define an “orbital cycle” .. The pairs . = (.,.) are orbital varieties. These objects — also understood as an explicit app

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Oracle APEX 4.0 Charts Inside Out, functions including Thakur’s hypergeometric function. We consider basic notions and results of calculus, analytic theory of differential equations with Carlitz derivatives (including a counterpart of regular singularity), umbral calculus, holonomic modules over the Weyl-Carlitz ring.

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Expert Oracle Application Express Pluginsand for a few groups commensurable with .. We make use of theta functions on the bounded symmetric domain . of type . . and an embedding . : ℍ. → .. The quotient spaces of ℍ. by these groups are realized by these invariant functions. We review classical results on the .-function, the .-function and

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Expert Oracle Database 10g Administrationeory of hypergeometric structures of Gelfand, Kapranov and Zelevinsky, including Differential Equations, Integrals and Series, with emphasis on the latter. The Secondary Fan is constructed and subsequently used to describe the ‘geography’ of the domains of convergence of the Γ-series. A solution to