- In
arithmetic geometry, a
Frobenioid is a
category with some
extra structure that
generalizes the
theory of line
bundles on
models of
finite extensions...
- the
development of p-adic Teichmüller theory, Hodge–Arakelov
theory and
Frobenioid categories. It was
developed with
explicit references to the aim of getting...
- mathematician.
Arithmetic and
geometric Frobenius Cauchy–Frobenius
lemma Frobenioid Frobenius algebra Frobenius category Frobenius characteristic map Frobenius...
-
Siegel modular variety Siegel's
theorem on
integral points Category theory Frobenioid Sutherland,
Andrew V. (September 5, 2013). "Introduction to Arithmetic...
- 2000–2008, he
discovered several new
theories including the
theory of
frobenioids, mono-anabelian
geometry and the
etale theta theory for line bundles...
- programming)
Semiring and
Kleene algebra Star
height problem Vedic square Frobenioid If both e1 and e2
satisfy the
above equations, then e1 = e1 • e2 = e2...
-
class field theory. Non-abelian
class field theory Anabelian geometry Frobenioid Langlands correspondences Milne 2020, p. 1, Introduction. C****els & Fröhlich...
-
class field theory Fiber functor Neukirch–Uchida
theorem Belyi's
theorem Frobenioid Inter-universal Teichmüller
theory p-adic Teichmüller
theory Langlands...
-
gives a
result equal mod p to the p-th
power of the root β.
Perfect field Frobenioid Finite field § Frobenius
automorphism and
Galois theory Universal homeomorphism...
- in
which he didn't use Hodge-Arakelov
theory but used the
theory of
frobenioids,
anabelioids and mono-anabelian geometry.
Hodge theory Arakelov theory...
