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The Geometry of Absolute Arithmetic (01N00612)

We propose a study of Algebraic Geometry over the field of characteristic 1, from the viewpoint of a class of incidence geometries which explicitly relates (automorphisms of) certain combinatorial objects to (automorphism theory of) Absolute Arithmetic. We aim at new insights in DeningerU+2019s program on the Riemann hypothesis.

Date:1 Jan 2012  →  31 Oct 2017
Keywords:zeta function, geometry, characteristic
Disciplines:Algebra, History and foundations, Geometry