zbMATH — the first resource for mathematics

Operator algebras and quantum field theory. Proceedings of the conference dedicated to Daniel Kastler in celebration of his 70th birthday, Accademia Nazionale dei Lincei, Roma, Italy, July 1–6, 1996. (English) Zbl 0889.00022
Cambridge, MA: International Press. xi, 677 p. (1997).

Show indexed articles as search result.

The articles of this volume will be reviewed individually.
Indexed articles:
Pedersen, Gert K., Extension of \(C^*\)-algebras, 2-35 [Zbl 0927.46029]
Elliott, George A.; Evans, David E.; Su, Hongbing, Classification of inductive limits of the Toeplitz algebra tensored with \(\mathcal K\), 36-50 [Zbl 0906.46045]
Rørdam, Mikael, The stable rank of \(C_{\text{red}}^*(F_n)\) is one – A survey, 51-58 [Zbl 0915.46049]
Thomsen, Klaus, On the reduced \(C^*\)-exponential length, 59-64 [Zbl 0915.46050]
Phillips, N. Christopher, Continuous embedding of the rotation algebras in the Cuntz algebra \({\mathcal O}_2\), 65-73 [Zbl 0915.46062]
Raeburn, Iain, Crossed products of \(C^*\)-algebras by coactions of locally compact groups, 74-84 [Zbl 0907.46050]
Pask, David, Cuntz-Krieger algebras associated to directed graphs, 85-92 [Zbl 0921.46050]
Arzumanian, Victor; Renault, Jean, Examples of pseudogroups and their \(C^*\)-algebras, 93-104 [Zbl 0921.46051]
Sauvageot, Jean-Luc, Strong Feller noncommutative kernels, strong Feller semigroups and harmonic analysis, 105-110 [Zbl 0936.46051]
Loring, Terry A., Almost multiplicative maps between \(C^*\)-algebras, 111-122 [Zbl 0906.46046]
Evans, David E., The Rohlin property and classification of trace scaling automorphisms of AF algebras, 123-135 [Zbl 0921.46060]
Pinzari, Claudia, The ideal structure of Cuntz-Krieger-Pimsner algebras and Cuntz-Krieger algebras over infinite matrices, 136-150 [Zbl 0912.46071]
Bratteli, Ola; Jørgensen, Palle E. T., A connection between multiresolution wavelet theory of scale \(N\) and representations of the Cuntz algebra \({\mathcal O}_N\), 151-163 [Zbl 0915.46048]
Katayama, Yoshikazu; Sutherland, Colin E.; Takesaki, Masamichi, The structure of the automorphism group of a factor and cocycle conjugacy of discrete group actions, 166-198 [Zbl 0914.46055]
Popa, Sorin, Amenability in the theory of subfactors, 199-211 [Zbl 0921.46061]
Bisch, Dietmar, A colored generalization of the Temperley-Lieb algebra via subfactors, 212-224 [Zbl 0915.46056]
Anantharaman-Delaroche, Claire, Amenability of bimodules and operator algebras, 225-235 [Zbl 0918.46053]
Kosaki, Hideki, Automorphisms arising from composition of subfactors, 236-248 [Zbl 0921.46062]
Izumi, Masaki, Goldman’s type theorems in index theory, 249-269 [Zbl 0915.46054]
Kawahigashi, Yasuyuki, Quantum doubles and orbifold subfactors, 271-283 [Zbl 0907.46048]
Rehren, Karl-Henning, Generalized Cuntz algebras associated with subfactors, 284-295 [Zbl 0921.46063]
Haagerup, Uffe, Orthogonal maximal abelian \(*\)-subalgebras of the \(n\times n\) matrices and cyclic \(n\)-roots, 296-322 [Zbl 0914.46045]
Christensen, Erik; Sinclair, Allan M., A cohomological characterization of approximately finite dimensional von Neumann algebras, 323-328 [Zbl 0912.46060]
Connes, Alain, Noncommutative differential geometry and the structure of space time, 330-358 [Zbl 0915.58012]
Carminati, Lionel; Iochum, Bruno; Kastler, Daniel; Schücker, Thomas, On Connes’ new principle of general relativity: can spinors hear the forces of spacetime?, 359-373 [Zbl 0911.53060]
Rieffel, Marc A., On the operator algebra for the space-time uncertainty relations, 374-382 [Zbl 0919.46049]
Rădulescu, Florin, Quantum dynamics and Berezin’s deformation quantization, 383-389 [Zbl 0911.46048]
Landstad, Magnus B., Quantizations of groups and homogeneous spaces, 390-403 [Zbl 0912.46069]
Rosenberg, Jonathan, Behavior of \(K\)-theory under quantization, 404-415 [Zbl 0946.19003]
Nest, Ryszard; Tsygan, Boris, Product structures in (cyclic)homology and their applications, 416-439 [Zbl 0926.58018]
Guido, Daniele; Isola, Tommaso, Singular traces and their applications to geometry, 440-456 [Zbl 0921.46082]
Voiculescu, Dan, Topics in free entropy, 458-462 [Zbl 0906.46050]
Størmer, Erling, States on infinite free products of \(C^*\)-algebras and entropy of free shifts, 463-468 [Zbl 0923.46059]
Choda, Marie, Endomorphisms of shift type. (Entropy for endomorphisms of Cuntz algebras), 469-475 [Zbl 0985.46032]
Arveson, William, Dynamical invariants for noncommutative flows, 476-514 [Zbl 0993.46032]
Powers, Robert T., Recent results concerning \(E_0\)-semigroups of \({\mathfrak B(H)}\), 515-524 [Zbl 0920.46047]
Kaminker, Jerome; Putnam, Ian; Spielberg, Jack, Operator algebras and hyperbolic dynamics, 525-532 [Zbl 0906.46052]
Skau, Christian, Orbit structure of topological dynamical systems and its invariants, 533-544 [Zbl 0921.46072]
Brunetti, R.; Fredenhagen, K., Interacting quantum fields in curved space: Renormalizability of \(\varphi^4\), 546-563 [Zbl 0912.35137]
Verch, Rainer, Scaling algebras, the renormalization group and the principle of local stability in algebraic quantum field theory, 564-577 [Zbl 0907.46063]
Kay, Bernard S., Quantum fields in curved spacetime: non global hyperbolicity and locality, 578-588 [Zbl 0918.53027]
Borchers, H.-J., Half-sided modular inclusions and structure analysis in quantum field theory, 589-608 [Zbl 0909.46062]
Wiesbrock, Hans-Werner, Modular inclusions and intersections of algebras in QFT, 609-620 [Zbl 0907.46064]
Szlachányi, Kornél, Weak Hopf algebras., 621-632 [Zbl 1098.16504]
Summers, Stephen J., Bell’s inequalities and algebraic structure, 623-646 [Zbl 0914.46066]
Buchholz, Detlev; Doplicher, Sergio; Morchio, Gianni; Roberts, John E.; Strocchi, Franco, A model for charges of electromagnetic type, 647-660 [Zbl 0907.46054]
Longo, Roberto, On the spin-statistics relation for topological charges, 661-669 [Zbl 0965.81042]
00B25 Proceedings of conferences of miscellaneous specific interest
46-06 Proceedings, conferences, collections, etc. pertaining to functional analysis
81-06 Proceedings, conferences, collections, etc. pertaining to quantum theory
Biographic References:
Kastler, Daniel