Buium A. — Differential algebra and diophantine geometry :: Электронная библиотека попечительского совета мехмата МГУ

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Buium A. — Differential algebra and diophantine geometry

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Название: Differential algebra and diophantine geometry

Автор: Buium A.

Язык:

Рубрика: Математика/Алгебра/Дифференциальная алгебра/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1994

Количество страниц: 179

Добавлена в каталог: 12.03.2005

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Предметный указатель

$\delta$ -algebra      (1.1)
$\delta$ -algebraic elements, extensions      (1.10)
$\delta$ -characters, $\delta$ -character maps      (1.23)
$\delta$ -closed field      (1.12)
$\delta$ -closed immersion      (3.6)
$\delta$ -coordinate ring      (1.24) (3.9)
$\delta$ -derivation      (1.25)
$\delta$ -dimension      (1.24)
$\delta$ -field      (1.1)
$\delta$ -finitely generated $\delta$ -field extension      (1.10)
$\delta$ -finitely generated algebra      (1.7)
$\delta$ -Hodge structure      (3.1)
$\delta$ -homomorphism      (1.1)
$\delta$ -ideal      (1.3)
$\delta$ -indeterminates      (1.7)
$\delta$ -Lagrangian maps      (1.22)
$\delta$ -lattice      (3.1)
$\delta$ -linear map      (1.25)
$\delta$ -Luroth problem      (3.1)
$\delta$ -Picard — Fuchs equation      (3.1)
$\delta$ -polynomial charatcter      (3.7)
$\delta$ -polynomial function      (1.2)
$\delta$ -polynomial homomorphism      (3.7)
$\delta$ -polynomial map      (3.6)
$\delta$ -polynomial ring      (1.7)
$\delta$ -rational map      (1.8)
$\delta$ -regular function      (1.4)
$\delta$ -regular map      (1.6) (1.8)
$\delta$ -ring      (1.1)
$\delta$ -tangent map (space)      (1.25)
$\delta$ -topology      (1.3)
$\delta$ -transcendence degree      (1.11)
$\delta$ —subalgebra (subring, subfield)      (1.1)
Algebraic D-group      (3.3)
Big Picard theorem      (2.5)
Canonical infinite prolongation sequence      (3.1)
Canonical prolongation      (2.2)
Chow finiteness theorem      (1.4)
Chow rigidity theorem      (1.5)
D-group scheme      (3.2)
D-variety      (3.1)
de Franchis theorem      (1.8)

Decomposition theorem      (3.3)
Descending to k      (1.9)
Descent isomorphism      (1.28)
Differential basis theorem      (3.2)
Differential elimination theorem      (4.2)
Differential irreducibility theorem      (7.3)
Differential Lefschetz principle      (7.2)
Differential Nullstellensatz      (5.1)
Divisibility theorem      (2.4)
Division algorithm      (2.3)
D—scheme      (3.1)
Embedding theorem      (5.2)
Field of constants      (1.1)
Generically constant (trivial) families      (1.2)
Geometric Chevalley — Weil theorem      (3.1) (3.3)
Geometric Hermite theorem      (2.7)
Geometric Lang conjecture      (1.1)
Geometric Mordell conjecture      (2.1)
Geometric Mordell — Weil theorem      (6.1)
Geometric Siegel theorem      (3.1)
Geometric weak Mordell — Weil theorem      (4.1)
Group kernel      (2.9)
Group prolongation sequence      (2.9)
Height functions      (5.1) (5.2) (5.5)
Hubert scheme      (1.1)
Infinite prolongation sequence      (3.1)
Isomorphism functor      (1.1)
Jet spaces      (3.14)
Kernel      (2.1)
Local $\delta$ -immersion      (1.26)
order (of a $\delta$ -polynomial)      (1.8)
Prolongation sequence      (2.1)
Quasi-quadratic functions      (5.11)
Removability      (4.8)
Ring of constants      (1.1)
Split algebraic D-group      (3.3)
Split D-module      (6.1)
Split D—scheme      (3.1)
Symbol      (6.5)
Tautological kernel      (2.7)
Torelli theorem      (1.6)
Trace zero for abelian varieties      (1.9)
Traces of a $\delta$ -closed set      (3.11)

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