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Lang S. — Algebra
Lang S. — Algebra



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Название: Algebra

Автор: Lang S.

Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 2002

Количество страниц: 934

Добавлена в каталог: 09.12.2012

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Moebius inversion      116 254
Monic      175
Monoid      3
Monoid, algebra      106 126
Monoid, homomorphism      10
Monomial      101
Monomorphism      120
Morita’s theorem      660
Morphism      53
Morphism of complex      765
Morphism of functor      65 625 800
Morphism or representation      125
Multilinear map      511 521 602
Multiple root      178 247
Multiplicative, function      116
Multiplicative, subgroup of a field      177
Multiplicative, subset      107
Multiplicity of character      670
Multiplicity of root      178
Multiplicity of simple module      644
Nakayama’s Lemma      424 661
Natural transformation      65
Negative      449
Negative, definite      578
Newton approximation      493
Nilpotent      416 559 569
Noether normalization      357
Noetherian      186 210 408—409 415 427
Noetherian, graded ring      427
Non-commutative variables      633
Non-degenerate      522 572
Non-singular      523 529
Norm      284 578 637
Norm on a finitely generated abelian group      166
Norm on a vector space      469
Normal, basis theorem      312
Normal, endomorphism      597
Normal, extension      238
Normal, subgroup      14
Normal, tower      18
normalizer      14
Northcott theorems      864
Null, sequence      52
Null, space      586
Nullstellensatz      380 383
Occur      102 176
Odd permutation      31
One-dimensional, character      671
One-dimensional, representation      671
Open complex      761
Open set      406
Operate on a module      664
Operate on a set      25 76
Operate on an object      55
Orbit      28
Orbit, decomposition formula      29
Order at a valuation      488
Order at p      113 488
Order of a group      12
Order of a zero      488
Ordering      449 480 878
Ordinary tensor product      630
Orthogonal, basis      572—585
Orthogonal, element      48 144 572
Orthogonal, group      535
Orthogonal, map      535
Orthogonal, sum      572
Orthogonality relations      677
Orthogonalization      579
Orthonormal      577
Over a map      229
p-adic, integers      51 162 169 488
p-adic, numbers      488
p-class      706
p-conjugate      706
p-divisible      50
p-elementary      705
p-group      33
p-regular      705
p-singular      705
p-subgroup      33
Pairing      48
Parallelogram law      598
Partial fractions      187
Partition      79
Partition, function      211
Perfect      252
Period      23 148
Periodicity of Clifford algebra      758
Permutation      8 30
Perpendicular      48 144 522
Pfaffian      589
Pic or Picard group      88 126
Place      349 482
Poincar      6
Poincar, series      211 431
Point in a field      408
Point of algebraic set      383
Polar decomposition      584
Polarization identity      580
Pole      488
Polynomial      97
Polynomial, algebra      97 633
Polynomial, function      98
Polynomial, invariants      557
Polynomial, irreducible      175 183
Polynomial, Noetherian      185
Polynomials      181 182
Pontijagin dual      145
Positive      449
Positive, definite      578 583
Power map      10
Power series      209
Power series, factorial      209
Power series, Noetherian      210
Power series, root      301
Power series, root of unity      277 278
Primary, decomposition      422
Primary, ideal      421
Primary, module      421
Prime, element      113
Prime, field      90
Prime, ideal      92
Prime, ring      90
Primitive, element      243 244
Primitive, group      80
Primitive, operation      79
Principal, homomorphism      418
Principal, ideal      86 88
Principal, module      554 556
Product in category      58
Product of groups      9
Product of modules      127
Product of rings      91
Profinite      51
Projection      388
Projective, module      137 168 848 850
Projective, resolution      763
Projective, space      386
Proper      ix
Proper, congruence      492
Pull-back      61
Purely inseparable, element      249
Purely inseparable, extension      250
Push-out      62 81
Quadratic, extension      269
Quadratic, form      575
Quadratic, map      574
Quadratic, symbol      281
Quadratically closed      462
Quaternions      9 545 723 758
Quillen — Suslin theorem      848
Quotient, field      110
Quotient, ring      107
Radical of a ring      661
Radical of an ideal      388 417
Radical of an integer      195
Ramanujan power series      212
Ramification index      483
Rank      506
Rank of a matrix      506
Rank, and      722
Rank, vector      503
Rational, conjugacy class      276 326 725
Rational, element      714
Rational, function      110
REAL      451
Real, closed      451
Real, closure      452
Real, place      462
Real, zero      457
Reduced, decomposition      422 443
Reduced, polynomial      177
Reduction, criterion      185
Reduction, map      99 102
Reduction, mod p      623
Reduction, modulo an ideal      446 623
Refinement of a tower      18
Regular, character      675 699
Regular, extension      366
Regular, module      699 829
Relations      68
Relative invariant      171 327
Relatively prime      113
Representation      554
Representation of a group      55 317 664
Representation of a ring      553
Representation, functor      64
Representation, sequence      850
Representation, space      667
Representation, subgroup      9
Representation, valuation      465
Residue class      91
Residue class, degree      422 483
Resolution      788 801 819
Resultant      200 398 410
Resultant, system      403
Resultant, variety      393
Ribet      319
Rieffel’s theorem      655
Riemann surface      275
Riemann — Roch      212 218 220 258
Right, coset      12 75
Right, derived functor      791
Right, exact functor      791 798
Right, ideal      66
Right, module      117
Rigid      275
Rigidity theorem      276
Ring      86 146 521
Ring of fractions      107
Ring, homomorphism      88
Root      175
Root of unity      177 276
Row, operation      154
Scalar product      571
Schanuel, conjecture      873
Schanuel, lemma      841
Schreier’s theorem      22
Schroeder — Bemstein theorem      885
Schwarz inequality      578 580
Section      64 792
Self-adjoint      581
Semidirect product      15 76
Semilinear      532
Seminorm      166 475
Semipositive      583 597
Semisimple, endomorphism      569 661
Semisimple, module      554 647 659
Semisimple, representation      554 712
Semisimple, ring      651
Separable, closure      243
Separable, degree      239
Separable, element      240
Separable, extension      241 658
Separable, polynomial      241
Separably generated      363
Separating transcendence basis      363
SEQUENCE      875
Serre’s conjecture      848
Serre’s conjecture, theorem      844
Sesquilinear form      532
Shafarevich conjecture      314
Sheaf      792
Sign of a permutation      31 77
Simple, character      669
Simple, group      20
Simple, module      156 554 643
Simple, ring      653 655
Simple, root      247
Simplicity of SL      539 542
Size of a matrix      503
Skew symmetric      526
Snake lemma      158 169 614—621
Snyder’s proof      220
Solvable by radicals      292
Solvable, extension      291 314
Solvable, group      18 293 314
Spec of a ring      405 410
Special linear group      14 52 59 69 541 546 547
Specialization      384
Specializing      101
Spectral, sequence      815—825
Spectral, theorem      581 583 585
Split exact sequence      132
Splitting field      235
Square, group      9 77 270
Square, matrix      504
Square, root of operator      584
Stably free      840
Stably free, dimension      840
Stably isomorphic      841
Stalk      161
Standard, alternating matrix      587
Standard, complex      764
Steinberg theorem      726
Stewart — Tijdeman      196
Strictly inductively ordered      881
Stripping functor      62
Sturm’s Theorem      454
Subgroup      9
Submodule      118
Submonoid      6
Subobject      134
Subring      84
Subsequence      876
subspace      141
Substituting      98 101
Suijective      ix
Super, algebra      632
Super, commutator      757
Super, product      631 751
Super, tensor product      632 751
Supersolvable      702
Support      419
Sylow group      33
Sylvester’s theorem      577
Symmetric, algebra      635
Symmetric, endomorphism      525 585 597
Symmetric, form      525 571
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