Hunt B. — Geometry of Some Special Arithmetic Quotients :: Электронная библиотека попечительского совета мехмата МГУ

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Hunt B. — Geometry of Some Special Arithmetic Quotients

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Название: Geometry of Some Special Arithmetic Quotients

Автор: Hunt B.

Язык:

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1996

Количество страниц: 356

Добавлена в каталог: 01.07.2008

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

Предметный указатель

Picard group      77 243
Picard modular varieties      43—46
Picard modular varieties, groups      43 280
Picard modular varieties, modular subvarieties      46 52
Picard modular varieties, moduli interpretation      43
Picard number $\varrho$       47
polar      292 306
Polar $\kappa$ -line      173 176
Polar hexagons      113
Polar variety      193 195 196 284 286
Polarization      15
Polarization (form)      283
Principal congruence subgroup      37 44
Principal equation      135
Problem of the       156
Problem of the Z      150
Projectively dual rings      61
Quartic surfaces      310—319
Quartic surfaces, desmic      171 179 219 311
Quartic surfaces, Heisenberg-invariant      101
Quartic surfaces, symmetroid      183 191 192 315
Quartic surfaces, Weddle      188 191 193 196 217 315 319
Quaternion algebra      259 260
Quaternion algebra, canonical involution      260
Quaternion algebra, totally definite      16 260
Quaternion algebra, totally indefinite      16 260
Quintangent planes      242
Quintic surface 20-nodal      242
Quintic threefold      247
Quintic threefold, nodal      242
Radical      133
Reflection group, projective      68
Reflections      289
Regular 24-cell      68
Relative proportionality      200
Relative proportionality factors      201
Resolvents      133 134
Resolvents, Galois      134 143
Riemann form      17
Riemann form, integrality of      18
Riemann Relations      87
Root forms      225
Root lattice      47
Root systems, restricted      273
Roots, simple      225
Segre plane      92 98 102 104 130
Segrecubic       74—75 105 162 163 192 195 197 236 246 302 319
Segrecubic , Hessian variety      94
Segrecubic , Jacobian ideal      78
Segrecubic , moduli interpretation      83

Segrecubic , uniformization      78
Self-Steinerian      186 190
Semistable points      105
Shimura curve      35
Shimura varieties      28
Siegel modular varieties      37—43
Siegel modular varieties, groups      37 280
Siegel modular varieties, modular subvarieties      38—39 52
Siegel modular varieties, moduli interpetation      37
Siegel modular varieties, threefold of level      4 93
Sigma functions      314
Simultaneous invariants      158
Small resolution      243
solvable      133
Splitting field      30
Steiner prime      151 154 173 178 204
Steinerian variety      286
Steinerian variety, equation defining      286
Subball quotient      209
Sylvester pentahedron      113 175
Symbolic determinant      293 294 300
Symbolic method      191 192 195
Symbolic notation      290—297
Symbolic notation, as a differential calculus      294
Symmetroid      183
Synthemes      85
Tetrahedral group      153
tetrahedron      68 245
Theta constant      86
Theta function      209
Theta functions      86—87 149 186 195
Tits index      273
Totally geodesic      200
Trace      277
Trace, reduced      16 257
Transvectant (Uberschiebung)      295
Transvection      159
Triads      85
Triple points      237 246
Trope      183 195 221 311
Tschirnhaus transformation      134 163
Twisted cubic curve      113 196
Unitary reflection groups      149 289—290
Unitary reflection groups, invariants      289
Unitary reflection groups, of order      25 92 150 186
Varchenko bound      75
Weierstrass $\wp$ -function      314
Weierstrass equation      135
Weyl group       77 111 223—234
Yau inequality      200
Yau proportionality factor      201

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