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Jajte R. — Strong Limit Theorems in Non-Commutative Probability
Jajte R. — Strong Limit Theorems in Non-Commutative Probability



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Название: Strong Limit Theorems in Non-Commutative Probability

Автор: Jajte R.

Язык: en

Рубрика: Математика/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1985

Количество страниц: 152

Добавлена в каталог: 15.08.2008

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Akcoglu, M.A.      56
Algebra of von Neumann      106
Andersen — Jessen theorem      56
Arveson, W.      80
Automorphism of a von Neumann algebra      2 11
Batty, C.J.K.      10 81 90 105
Bicommutant      106
Bicommutant theorem      107
Bratteli, O.      106
CHARACTER      132 133
Chatterji, S.D.      51
Commutant      106
Conditional expectation      57
Convergence in measure      130
Convergence, almost complete      82
Convergence, almost uniform      4
Convergence, bilateral      8
Convergence, closely on large sets      6
Convergence, nearly everywhere      6
Convergence, quasi uniform      6
Convergence, strong      5
Convergence, uniform      113
Conze, J.P.      13
Cuculescu, I.      80
Cyclic representation      109
Cyclic set      125
Cyclic vector      107
Dang-Ngoc, N.      13 47 56 69 70 80
Derrienic, Y.      35
Diffeomorphism      11
Dixmier, J.      10 106
Dugue, D.      101
Duncan, R.      77 79
Dynamical semigroup      11 52
Egoroff's noncommutative theorem      8
Emch, G.      1
Equivalence of projections      113
Ergodic noncommutative theorem of Goldstein      22
Ergodic noncommutative theorem of Kuemmerer      13
Ergodic noncommutative theorem of Lance      13
Ergodic noncommutative theorem of Yeadon      26
Ergodic noncommutative theorem, local of Watanabe      52 53
Ergodic noncommutative theorem, random of Dang-Ngoc      48
Ergodic theorem of Birkhoff      11
Ergodic theorem subadditive of Derrienic      35
Ergodic theorem subadditive of Kingman      33
Ergodic theorem subadditive, noncommutative subadditive      34 35
Ergodic theorem, mean noncommutative      12
Faithful state      107
Functional      see "Linear functional"
Gelfand — Naimark — Segal representation      109
Gladysz, S.      56
Glivenko — Cantelli theorem      87
Goldstein, M.S.      13 18 24 26 55 70 75 80 105
Halmos, P.R.      10
Hamiltonian operator      2
Heisenberg picture      2 3
Hilbert — Schmidt operator      115
Hoelder inequality      131
Invariant subspace      106
Isomorphism of algebras      110
Kadison's inequality      12 31 125
Kakutani, S.      47
Kingman, J.F.C.      33 34 35 38
Kolmogorov, A.N.      90 91 92
Kuemmerer, B.      13 80
Lance, E.C.      10 13 21 22 54 80
Linear functional      107
Linear functional, $\sigma$-strongly continuous      124
Linear functional, $\sigma$-weakly continuous      118
Linear functional, normal      119 124
Linear functional, positive      107 108 124
Linear functional, singular      126
Linear functional, weakly continuous      121
Linear map, normal      124
Linear map, positive      124
Luczak, A.      10 55 56 98
Marcinkiewicz, J.      97 98
Martingale convergence theorem of Dang-Ngoc      66 69
Martingale convergence theorem of Goldstein      75
Maximal ergodic theorem      15 77
Maximal ergodic theorem of Dang-Ngoc      66
Maximal ergodic theorem of Goldstein      18 70
Maximal ergodic theorem of Lance      21
Maximal ergodic theorem of Yeadon      27
Mean ergodic theorem      12
Measure topology      127
Nelson, E.      81 106 127
Operator, Hilbert — Schmidt      115
Operator, trace class      116
Padmanabhan, A.      10
Partial isometry      111
Paszkiewicz, A.      10
Pedersen, g.k.      106
Petz, D.      10 13 56 135
Polar decomposition      112
Polarization formula      122
Positive mapping      124
Positive mapping, normal      124
Predual      118
Quantum dynamical semigroup      11 52
Quasi subadditive ergodic theorem of Derrienic      35
Quasi subadditive ergodic theorem, noncommutative      35
Quasi subadditive sequence      35
Radin, C.      10 56
Representation of algebra, cyclic      109
Representation of algebra, GNS      109
Representation of algebra, irreducible      110
Robinson, D.W.      106
Rosenblatt's condition      105
Ryll-Nardzewski, C.      47 56
Saito, K.      10
Sakai, S.      106 132
Schroedinger picture      2 3
Segal I.      9 10 26 81
Separating set      125
Separating vector      107
Space $L_{p}$-noncommutative      131
Spectrum of algebra      132
State      108
State, pure      110 113
Stein, E.      77
Stinespring , F.      10
Strong law of large numbers for states      83 86 87
Strong law of large numbers for traces      91 95 98
Subadditive ergodic theorem of Kingman      33
Subadditive ergodic theorem, noncommutative      34
Subadditive map      33
Subadditive map, separable      34
Takesaki, M.      36 37 39 40 59 80 106 126 134
Tomiyama, J.      59 80
Topology, $\sigma$-strong      114
Topology, $\sigma$-weak      114
Topology, locally convex      113
Topology, measure      127
Topology, strong operator      113
Topology, ultrastrong      114
Topology, ultrawea k      114
Topology, uniform      113
Topology, weak operator      114
Umegaki, H.      80
Vector, cyclic      107
Vector, separating      107
von Neumann algebra      106
von Neumann algebra, $\sigma$-finite      125
von Neumann algebra, automorphism      2 11
Von Neumann algebra, commutative      132
von Neumann algebra, isomorphism      110
von Neumann algebra, representation      108 109 110
Watanabe, S.      13 52
Weak law of large numbers      98 100
Wigner, E.P.      2
Yeadon, F.J.      13 26 36 44
Yoshinaga, Y.      10
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