n-dimensional local fields and adeles on n-dimensional schemes
arXiv:math/0508205 · doi:10.1017/CBO9780511666315.005
Abstract
It is a survey paper on n-dimensional local fields and adeles on n-dimensional schemes.
30 pages, submitted for publication in the LMS Lecture Notes Series
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- Representations of the discrete Heisenberg group on distribution spaces of two-dimensional local fields
- Arithmetic surfaces and adelic quotient groups
- On adelic quotient group for algebraic surface
- Central extensions and Riemann-Roch theorem on algebraic surfaces
- Noncommutative reciprocity laws on algebraic surfaces: a case of tame ramification