Arithmetic differential geometry in the arithmetic PDE setting II: curvature and cohomology
- Resource Type
- Working Paper
- Authors
- Buium, Alexandru; Miller, Lance Edward
- Source
- Subject
- Mathematics - Number Theory
Mathematics - Differential Geometry
- Language
This is the second paper in a series devoted to developing an arithmetic PDE analogue of Riemannian geometry. In Part 1 arithmetic PDE analogues of Levi-Civita and Chern connections were introduced and studied. In this paper arithmetic analogues of curvature and characteristic classes are developed.