Hazewinkel M. — Handbook of Algebra (part 2) :: Электронная библиотека попечительского совета мехмата МГУ

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Hazewinkel M. — Handbook of Algebra (part 2)

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Название: Handbook of Algebra (part 2)

Автор: Hazewinkel M.

Аннотация:

The first volume of a multi-volume handbook intended to provide professional mathematicians with information on topics outside their own areas. The level is graduate and up; treatment of topics is too dense for use as a textbook. Articles in seven areas are to be published as they are received — rather than in volumes covering a single area — to avoid prolonged publishing delays. In addition to primary information, reference to relevant articles, books, and lecture notes guide the reader. Indexing is detailed. Volume 1 contains papers on linear (in)dependence; fields, Galois theory, and algebraic number theory; generalizations of fields and related objects; category theory; commutative rings and algebras; associative rings and algebras; and cohomology. Annotation c. by Book News, Inc., Portland, Or.

Язык:

Рубрика: Математика/Справочники/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1996

Количество страниц: 449

Добавлена в каталог: 29.04.2005

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

Предметный указатель

Permutation module      826 827
Permutation representation      741
Permutation sort      286
Permutation structural rule      49
Perturbation      153 226
Petri net      50
Petrich, M.      573
Petrogradsky, v.m.      567 602
Pext(b, a)      694
Pf-ring      402 405 450
Pfaffian function      312
Pfister, g.      340
Philippov element      570
Philippov, a.      568
Philippov, v      560 570
Phillips, J.      221
PI      372
Pi degree      373
PI-algebra      563 567 602
Pi-ring      365 372 386 446
Pic(c)      469
Pic(r)      473
Piecewise domain      429
Piecewise integral ideal      429
Pierce ideal      405 426 449
Pierce stalk      405 426 449
Pierce, R.S.      483 686 687 689 691
Pigozzi, D.      559
Pillay, A.      308
Pius, a.      15 24 43
Pixley, a.      554
Plancherel measure      712 722
Plotkin — abadi logic      43
Plotkin, G.      5 23 25 28 33 36 54 56 82
Poincare series      392
Poincare — Birkhoff — Witt theorem      584
Point Module      160
Pointwise convergence      156
Poizat, B.      280 303 311 312
Polak, l.      573
Polin, S.V.      554 559
Polyadic algebra      83
Polyadic halmos algebra      81 87
Polydisk algebra      156 250
Polydomain      203
Polydomain algebra      250
Polylinear operator      208
Polylinear operator norm      208
Polymorphic identity      38
Polymorphic instantiation      21
Polymorphic lambda calculus      20
Polymorphic type expression      37
Polymorphism      19
Polynomial algebra      26 584
Polynomial cartesian closed category      9
Polynomial identity      372 601 606
Polynormed module      166
Polynormed structure      154
Pontryagin, L.S.      702
Pop, f.      233
Popa, S.      178 179 235
POSET      7 763
Posetal model      53
Positive root of a semisimple lie algebra      645
Postliminal algebra      245
Potent ring      442
Powell      559
Pratt, V.      53
Pre-variety      547
Pre-variety generated by m      548
Preadmissible morphism      186
Precocyclic banach space      265
Precosimplicial banach space      265
Precyclic banach space      265
Precyclic category standard      265
Predual bimodule      238
Predual module      161
Predual product morphism      188
Pregeometry, degenerate      279
Prelle, r.      694
Prenormed space      194
Prepositional logic connective      17
Preradical      700
Preresolution      195
Presentation      588
Presentation of a variety      552
Presheaf category      29
Presheave      216
Presheaves category of      7
Presimplicial banach space      265
Presimplicial category standard      264
Priddy, S.      832
Priddy, s.b.      799
Primal algebra      561
primary group      671
Prime dimension      372 382
Prime length      384
Prime morita context      385
Prime radical      420 430
Prime ring      426 431
Prime spectrum      382
Primitive cyclic a-modules      420
Primitive element      600
Primitive idempotent      421 754
Primitive idempotents in b(g)      823
Primitive recursion with parameters      18
Primitive recursive function      18
Primitive recursor      18
Primitive ring      378
Principal congruence      556
Principal degenerate series      726
Principal degenerate unitary series      729
Principal generic type      295
Principal ideal ring      401
Principal nonunitary series      711
Principal series      713
Principal trace form      364
Principal unitary series      715 726
Problem of equivalence      119
Problem of forbidden values      246
Problem of recognition      121
Prochazka, l.      684 687 694
Product formula      709
Product map      156
Product morphism      182
Product of classes of algebras      559
Product of passive databases      104
Product of varieties      611
Product theorems      467
Program context      35
Programming language semantics      5 29
Programming language theory      10
Programs as natural transformations      36
Programs as relation transformers      43
Projection elements in a clone      551
Projective      674
Projective a-bimodule      167
Projective banach module      166
Projective cohomological mackey functor      827
Projective cover      821 830 832
Projective cover map      834
Projective derived functor      208
Projective hull      421
Projective mackey functor      807
Projective relative to a finite g-set      789
Projective relative to x      812
Projective resolution      195
Projective scheme      463
Projective schur algebra      482
Projective schur subgroup      482

Projective tensor product      155 163
Projective with respect to n      445
Projectively exact functor      208
Proof net      51 58 65
Proof search      48
Proof search paradigm      48
Proof theory      5 27 28 40
Proof theory intuitionistic      5
Proof tree      14
Proper subgroup      670
Propositional calculus      13
Prufer      673
Prufer domain      402
Prufer group      672
Prufer rank      291
Prufer theorems      674
Ps-regular monomial      591
Ps-special monomial      594
Pseudo-algebraically closed      311
Pseudofinite field      282 312
Pseudofinite group      282
Pseudoidentity      122
Pseudoreflection      392
Pseudovariety      122
Puczylowski, e.      377 387
Pugach, l.l.      173 251
Pullback diagram of g-sets      810
Pullback square      776
Pure ha      113
Pure hull      669
Pure relational algebra      113
Pure subgroup      669 673
Pure submodule      422
Pure-correct group      683
Pure-exact sequence      696
Pure-free group      685
Pure-injective module      422 447
Pure-projective module      422
Purely equivalent      686
purity      699
Purity $\omega$       699
Putinar, M.      153 217 252
Q -gamma function      722
Q -hypoelementary subgroup      762 4
Q-analogue of the gel'fand — tsetlin basis      710 723
Q-analogue of the orthogonal group      710
Q-analogue of the quantum harmonic oscillator      709
q-deformation      709
Q-deformed algebra      729
q-number      710 728
Q-orthogonal polynomials      709 717
q-quantum mechanics      709
Q-serre relations      723
Q-spherical transform      722
Quantifier      87
Quantifier algebra      126
Quantifiers as adjoint functions      24
Quantization      709
Quantum algebra      709 713 723
Quantum field theory      709
Quantum groups      709
Quantum harmonic oscillator      709
Quantum heisenberg group      709
Quantum hyperboloid      709
Quantum orthogonal group      710
Quantum plane      709
Quantum sphere      709
Quasi projections      62
Quasi-continuous module      447
Quasi-cyclic abelian $\rho$ -group      401 419
Quasi-endomorphism      689
Quasi-endomorphism ring      685
Quasi-etale morphism of rings      335
Quasi-excellent local ring      327
Quasi-Frobenius algebra      367
Quasi-homomorphism      685
Quasi-identity      573
Quasi-injective      700
Quasi-injective module      423 447
Quasi-invariant module      402
Quasi-invariant right bezout ring      408
Quasi-invariant ring      449
Quasi-isomorphic      686
Quasi-isomorphism      678
Quasi-projective      700
Quasi-projective module      445
Quasi-regular element      375
Quasi-simple object      464
Quasi-simple subnormal subgroup      304
Quasi-smooth morphism of rings      335
Quasi-summand      686
Quasicyclic      670
Quasiregular radical      568
Quasistrongly graded      476
Quaternion algebra      401 484
Quaternion skew field      485
Quillen, D.G.      763 765 770
Quinn theorem      365
Qumn, d.      365
Quotient algebra of an amenable algebra      185
Quotient divisible      684
Quotienting      89
R(b)      419
R-bimodule      464
R-bimodule morphisms      464
R-matrix      709
R-Mod      808
R-orthogonal      694
R-radical      700
R-s-bimodule      464 —5
R-s-bimodule morphism      464
R-semisimple      700
R-torsion r-modules      481
Racine, m.      570
Radical      176 618 631 700
Radical algebra      221 376
Radical Banach algebra      254
Radical extension      221
Radical weight      255
Radulescu, f.      235
Raeburn, I.      221 226 228 230
Rangaswamy, k.m.      679 682 693 694
Rank      279 677
Rank l(x)      591
Rank of a free algebra      388
Rank of a free colour lie $\rho$ -superalgebra      592
Rank of a free colour lie superalgebra      591
Rank of a Lie algebra      625
Rank of a type      56
Rank of an element      56
Rational equivalence of varieties      551
Razmyslov, yu.      564 565 568 571 572
Read, t.t.      251
Real closed field      312
Real form      713
Real rank zero      455
Realizability topos      24
Realizable dinatural transformation      40
Realizable functor      40
Realization of a type      283
Recursion with parameters, primitive -      18
Recursive domain      25
Recursive domain equations      25
Recursive types      25
Recursively enumerable subset      26
Reduced Abelian group      672
Reduced algebraically compact group      690
Reduced chain complex      763
Reduced database      107
Reduced euler-poincare characteristic      764

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