Arithmetic of local division algebras.- to Gauss Sums.- Functional equation.- One-dimensional representations.- The basic correspondence.- The basic inductive step.- The general inductive process.- Representations of certain group extensions.- Trace computations.- Induction constants for Galois Gauss sums.- Synthesis of results.- modified correspondences.
Arithmetic of local division algebras.- to Gauss Sums.- Functional equation.- One-dimensional representations.- The basic correspondence.- The basic inductive step.- The general inductive process.- Representations of certain group extensions.- Trace computations.- Induction constants for Galois Gauss sums.- Synthesis of results.- modified correspondences.
Arithmetic of local division algebras.- to Gauss Sums.- Functional equation.- One-dimensional representations.- The basic correspondence.- The basic inductive step.- The general inductive process.- Representations of certain group extensions.- Trace computations.- Induction constants for Galois Gauss sums.- Synthesis of results.- modified correspondences.
Arithmetic of local division algebras.- to Gauss Sums.- Functional equation.- One-dimensional representations.- The basic correspondence.- The basic inductive step.- The general inductive process.- Representations of certain group extensions.- Trace computations.- Induction constants for Galois Gauss sums.- Synthesis of results.- modified correspondences.
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