Titlebook: Basic Structures of Function Field Arithmetic; David Goss Book 1998 Springer-Verlag Berlin Heidelberg 1998 Dimension.Drinfeld module.Grad.

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Lecture Notes in Computer Sciencemodel of this action, i.e., the shtukas will be certain locally free sheaves on the . curve . corresponding to . (or . base changed to an overfield of .). One can then study shtukas through powerful projective methods.

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Shtukas,lobal field over the finite field . and . is the subring of functions regular away from a fixed place ∞. As in Sections 4 and 5, we have seen that Drinfeld modules and .-modules correspond to representing . as a ring of operators on . for some .. The notion of a shtuka, then corresponds to a proper

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Sign Normalized Rank 1 Drinfeld Modules, .. This basic construction is due to David Hayes [Ha3] [Ha2]. Thus we will also call them “Hayes-modules.” We will use Hayes-modules to construct a “cyclotomic theory” of function fields. The reader will find much that is familiar in these extensions from classical theory.

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Sustainable Branding – Konzept, Wirkungen und empirische Befundewerden sollten und welche Wirkungen Sustainable Branding besitzt. Vor diesem Hintergrund wird im Folgenden eine begriffliche Abgrenzung und Interpretation von Sustainable Branding vorgenommen. Darauf aufbauend werden zentrale Gestaltungsfragen nachhaltiger Markensubstanz und Markenkommunikation er?r

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