Shafarevich I.R. — Algebraic geometry I-V :: Электронная библиотека попечительского совета мехмата МГУ

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Shafarevich I.R. — Algebraic geometry I-V

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Название: Algebraic geometry I-V

Автор: Shafarevich I.R.

Язык:

Рубрика: Математика/Алгебра/Алгебраическая геометрия/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Количество страниц: 1383

Добавлена в каталог: 17.03.2005

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID

Предметный указатель

$\Delta$ -genus      50
$\mathbb Q$ -Cartier divisor      7
$\mathbb Q$ -divisor      7
$\mathbb Q$ -factorial variety      11
$\mathbb Q$ -Fano fibration      178
$\mathbb Q$ -Fano variety      23
$\mathbb Q$ -Gorenstein variety      8
(Kx + cH)-crepant blow-up      182
Abel — Jacobi map      162
Abundance conjecture      13 16
Anti-flips      180
Binary icosahedral group      115
Binary octahedral group      60
Boundary      10
Canonical class (divisor)      8
Canonical ring      13
Canonical threshold      178
cDV-point      9
Chain of rational curves      120
Coindex      50 108
Conic bundle      17 131
Conic standard      17 131
Cremona group      210
D-dimension      12
D-flop      22
Degree of $(H,\varphi: X\to S)$       182
Degree of a polarized variety      50
Degree of an invertible sheaf      7
Degree of Fano variety      24
Del Pezzo fibration      17
Del Pezzo surface      25
Del Pezzo variety      53
Discrepancy      8
Divisor big      7
Divisor nef      7
Divisor numerically effective      7
Effective cycle      11
Elementary rational map      66
Extremal ray      11
Fano $\mathbb P^1$ -bundle      133
Fano conic bundle      133
Fano hyperelliptic      33 70
Fano imprimitive      129
Fano primitive      129
Fano quasi-Goreistein      209
Fano singular      23
Fano trigonal      70
Fano variety      23
Fibration maximally rationally connected      122
Fibration rationally connected      122
Flip      20
FLOP      22
Fractional part of a divisor      14
Frobenius morphism      119
Fundamental divisor      24
Fundamental system      24
Genus of a Fano variety      32
Gorenstein index      8
Group of $\mathbb Q$ -Cartier divisors      7
Group of Cartier divisors      7
Group of invertible sheaves      7
Group of r-dimensional cycles      7
Group of Weil divisors      7
Hodge conjecture      212
Homological $\mathbb P^n$       205
Iitaka D-dimension      12
Index of Fano variety      24
Integral part of a divisor      14
Intermediate Jacobian      154
Intersection number      7
Kleimaii's criterion for ampleness      12

Kodaira D-dimension      12
Kodaira dimension      12
Ladder of a polarized variety      51
Length of extremal ray      11
Log canonical divisor      10
Log canonical threshold      178
Log del Pezzo surface      24
Log Fano variety      23
Log flip      21
Log resolution      10
Log variety      10
Maximal blow-up      179
Maximal singularity      171 172
Minimal model      16
Mori cone      11
Mori Minimal Model Program      13
MRC-fibration      122
Net of quadrics      165
Non-negative vector bundle      117
Null-correlation vector bundle      145
Numerical dimension      12
Numerically equivalent cycles      7
Picard group      7
Pieard number      11
Positive part of the Mori cone      12
Projective space bundle      144
Quasi-effective $\mathbb Q$ -divisor      201
Quasi-effective threshold      201
Rational quotient      122
RC-fibratiou      122
Relative Fano model      16
Rung of a polarized variety      50
Rung regular      51
Sarkisov’s degree      182
SCROLL      144
Scroll of vector bundle      38
Sectional genus      51
Semistable curve      121
Singularity canonical      8
Singularity Du Val      9
Singularity log canonical      8
Singularity log terminal      8
Singularity terminal      8
Small contraction      66
Small extremal contraction      15
Small resolution      65
Standard form of a conic bundle      17 131
Terminal modification      209
Theorem base point free      14
Theorem cone      15
Theorem contraction      15
Theorem existence of minimal models      17
Theorem non-vanishing      14
Theorem rationality      15
Theorem vanishing      14
Variety $\mathbb Q$ -factorial      11
Variety $\mathbb Q$ -Gorenstein      8
Variety Moishezon      204
Variety non-degenerate      37
Variety of general type      13
Variety polarized      50
Variety rationally connected      120
Variety separably uniruled      118
Variety toric      30
Variety uniruled      118
Vector ample      203
Vector bundle      104 106 135
Vector flat      204
Vector nef      203
Vector numerically effective      203
Veronese surface      8
Weighted projective space      26

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