
AbstractIn this paper we compute geometric monodromy groups of additive exponential sums over BbbAn. Our approach builds on work of N. Katz, and involves p-adic analysis of explicit sums and computation of the Galois group of an equation over a function field in characteristic 2. The paper also provides a brief historical outline of the problem and lists previously known results.
Algebra and Number Theory, Applied Mathematics, Monodromy, Exponential sums, Additive characters, Engineering(all), Theoretical Computer Science
Algebra and Number Theory, Applied Mathematics, Monodromy, Exponential sums, Additive characters, Engineering(all), Theoretical Computer Science
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