Lectures on operator algebras /

Subjects: “…Operator algebras…”

Jordan operator algebras / by 319297 Hanche-Olsen, Harald, Stormer, Erling

Subjects:

Theory of operator algebras I / by 321007 Takesaki, Masamichi

Subjects: “…Operator algebras…”

Introduction to vertex operator algebras and their representations / by 381955 Lepowsky, James, Li, Haisheng, 1962-

Subjects: “…Vertex operator algebras…”

Characterizations of *-antiderivable mappings on operator algebras by An Guangyu, Zhang Xueli, He Jun

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Representations of vertex operator algebras and superalgebras by Wang, Weiqiang

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Bohrification of operator algebras and quantum logic by Landsman, C, Spitters, B

ON FACTORIAL STATES OF OPERATOR-ALGEBRAS .3. by Archbold, R, Batty, C

ON FACTORIAL STATES OF OPERATOR-ALGEBRAS .2. by Batty, C, Archbold, R

On Gradings of the Operator Algebra Generated by Mapping and Multipliers by E.V. Patrin

“…The operator algebra generated by mapping on a countable set and multipliers is considered. …”
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OPERATOR ALGEBRA FOR STOCHASTIC DYNAMICS AND THE HEISENBERG CHAIN by Stinchcombe, R, Schutz, G

Operator algebras and quantum statistical mechanics I / by 321890 Bratteli, Ola, Robinson, Derek W.

Subjects: “…Operator algebras…”

Trace functions of the parafermion vertex operator algebras by Dong, Chongying, Kac, Victor, Ren, Li

“…The trace functions for the Parafermion vertex operator algebra associated to any finite dimensional simple Lie algebra g and any positive integer k are studied and an explicit modular transformation formula of the trace functions is obtained.…”
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On transitive operator algebras in real Banach spaces by Kissin, Edward, Shulman, Victor, Turovskii, Yuri V.

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Deformation quantizations from vertex operator algebras by Pan, Y, Peelaers, W

“…In this note we address the question whether one can recover from the vertex operator algebra associated with a four-dimensional N = 2 superconformal field theory the deformation quantization of the Higgs branch of vacua that appears as a protected subsector in the three-dimensional circle-reduced theory. …”

Stabilizer Formalism for Operator Algebra Quantum Error Correction by Guillaume Dauphinais, David W. Kribs, Michael Vasmer

“…We introduce a stabilizer formalism for the general quantum error correction framework called operator algebra quantum error correction (OAQEC), which generalizes Gottesman's formulation for traditional quantum error correcting codes (QEC) and Poulin's for operator quantum error correction and subsystem codes (OQEC). …”
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Geometric phases characterise operator algebras and missing information by Souvik Banerjee, Moritz Dorband, Johanna Erdmenger, Anna-Lena Weigel

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Application of operator algebras to stochastic dynamics and the Heisenberg chain. by Stinchcombe, R, Schütz, G

Vertex operator algebras, Higgs branches, and modular differential equations by Beem, C, Rastelli, L

“…In this work, we aim to characterize the connection between the Higgs branch of the moduli space of vacua (as an algebraic geometric entity) and the associated vertex operator algebra. Ultimately our proposal is simple, but its correctness requires the existence of a number of nontrivial null vectors in the vacuum Verma module of the vertex operator algebra. …”

The Philosophy of Nature of the Natural Realism. The Operator Algebra from Physics to Logic by Gianfranco Basti

“…It is particularly significant in this categorical framework the possibility of extending the operator algebra formalism from (quantum and classical) physics to logic, via the so-called “Boolean algebras with operators” (BAOs), with this extension being the core of our formal ontology. …”
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