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ε-constants and equivariant Arakelov–Euler characteristics
Λ-modules and holomorphic Lie algebroid connections
Let X be a complex smooth projective variety, and G a locally free sheaf on X. We show that there is a one-to-one correspondence between pairs (Λ, Ξ), where Λ is a sheaf of almost polynomial filtered algebras over X satisfying Simpson’s axioms and is an isomorphism, and pairs (L, Σ), where L is a holomorphic Lie algebroid structure on and Σ is a class in F 1 H 2(L, ℂ), the first Hodge filtration piece of the second cohomology of L. As an application, we construct moduli spaces of semistable...
-constant monodromy groups and marked singularities
-constant families of holomorphic function germs with isolated singularities are considered from a global perspective. First, a monodromy group from all families which contain a fixed singularity is studied. It consists of automorphisms of the Milnor lattice which respect not only the intersection form, but also the Seifert form and the monodromy. We conjecture that it contains all such automorphisms, modulo . Second, marked singularities are defined and global moduli spaces for right equivalence...
-adic Eisenstein series for function fields
-omomorfismi e loro rappresentazione
Алгебраическая теория многозначных формальных групп
Алгебраические группы преобразований максимального ранга
Алгебраический метод построения основных функционалов римановой поверхности, заданной в виде конечнолистной накрывающей сферы.
Алгоритм полиномиальной сложности для разложения многочленов и нахождение компонент многообразия в субэкспоненциальное время
Алгоритмы полиномиальной сложности для вычислительных задач теории алгебраических кривых
Арифметика группы точек формальной группы
Арифметические свойства трехмерных алгебраических торов