Laudal O.A. — Formal Moduli of Algebraic Structures :: Электронная библиотека попечительского совета мехмата МГУ

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Laudal O.A. — Formal Moduli of Algebraic Structures

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Название: Formal Moduli of Algebraic Structures

Автор: Laudal O.A.

Язык:

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1979

Количество страниц: 161

Добавлена в каталог: 13.01.2007

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Предметный указатель

$\b{d}$ -Module      51
$\b{e}$ -Module      83
$\b{f}$ -quasisection of a functor      32
$\underline{M}$ -epimorphism      18
Algebra cohomology of a category of 2-S-algebras      53—54
Algebra cohomology of a morphism of S-schemes      59
Algebra cohomology of an S-scheme      58
Algebra cohomology of an S-scheme with support      61
Case 1      93
Case 2      93
Category of 2-S-algebras      51
Category of 3-S-algebras      78
Category of S-algebras      25
Cofinal subcategory      154
Cohomology of categories      10
Cohomology of S-algebras      27
Deformation functor of a category of 2-S-algebras      94
Deformation functor of a category of 2-S-algebras relative to a subcategory      94
Deformations of a category of 3-S-algebras      79
Deformations of a category of a morphism of S-schemes      82

Deformations of a category of an S-algebra      81
Deformations of a category of an S-scheme      51
Derivation functor      8
Hull of a (deformation) functor      see definition in [Sch 2]
Leray spectral sequence for $\varprojlim$       20
Lifting of a morphism of S-algebra      41
Lifting of a morphism of S-schemes      82
Lifting of an S-algebra      29
Lifting of an S-scheme      81
Massey products of $A^{\cdot}_{\b{d}_0} (\b{d};0)$       199—120
Massey products of $H^{\cdot} (S,A+A)$       134 136
Obstruction for lifting a category $e \subseteq 3-S-\underline{alg}$       86
Obstruction for lifting a category of 3-S-algebras relative to subcategory      91—92
Obstruction for lifting a morphism      42
Obstruction for lifting an S-algebra      31
Obstruction for the existence of a section      10
Quasisection of a functor      10
Resolving complex for $\varprojlim$       154
Section of a functor      10
Stem of a quasisection      10

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