An Algebraic Approach to Quantum Field Theory

Cited by (1,000)

Items 101–200 of 1,000

1. Einstein causality and Artin braids
   Karl-Henning Rehren, Bert Schroer · 1989 · Nuclear Physics B
2. Nonrelativistic Current Algebras as Unitary Representations of Groups
   Gerald A. Goldin · 1971 · Journal of Mathematical Physics
3. Self-Dual Noncommutative $${\phi^4}$$ ϕ 4 -Theory in Four Dimensions is a Non-Perturbatively Solvable and Non-Trivial Quantum Field Theory
   Harald Grosse, Raimar Wulkenhaar · 2014 · Communications in Mathematical Physics
4. On the limits of sequences of normal states
   Gianfausto Dell’Antonio · 1967 · Communications on Pure and Applied Mathematics
5. Are Rindler Quanta Real? Inequivalent Particle Concepts in Quantum Field Theory
   Rob Clifton, Hans Halvorson · 2001 · The British Journal for the Philosophy of Science
6. Elementary Excitations in Gapped Quantum Spin Systems
   Jutho Haegeman, Spyridon Michalakis, Bruno Nachtergaele, Tobias J. Osborne, Norbert Schuch, Frank Verstraete · 2013 · Physical Review Letters
7. Nets ofC*-algebras and classification of states
   Rudolf Haag, Richard V. Kadison, Daniel Kastler · 1970 · Communications in Mathematical Physics
8. Local algebras of observables and pointlike localized fields
   Klaus Fredenhagen, Joachim Hertel · 1981 · Communications in Mathematical Physics
9. Symmetry as a shadow of topological order and a derivation of topological holographic principle
   Arkya Chatterjee, Xiao-Gang Wen · 2023 · Physical review. B./Physical review. B
10. A remark on a theorem ofB. Misra
    H. J. Borchers · 1967 · Communications in Mathematical Physics
11. Invariant states in statistical mechanics
    Daniel Kastler, Derek W. Robinson · 1966 · Communications in Mathematical Physics
12. The operational approach to algebraic quantum theory I
    C. Martin Edwards · 1970 · Communications in Mathematical Physics
13. Kolmogorov extension theorem for (quantum) causal modelling and general probabilistic theories
    Simon Milz, Fattah Sakuldee, Felix A. Pollock, Kavan Kishore Modi · 2020 · Quantum
14. Conformal field algebras with quantum symmetry from the theory of superselection sectors
    G. Mack, Volker Schomerus · 1990 · Communications in Mathematical Physics
15. Bell’s inequalities and quantum field theory
    Stephen J. Summers · 1990 · Lecture notes in mathematics
16. Local and covariant gauge quantum field theories. Cluster property, superselection rules, and the infrared problem
    Franco Strocchi · 1978 · Physical review. D. Particles, fields, gravitation, and cosmology/Physical review. D. Particles and fields
17. Entanglement and Open Systems in Algebraic Quantum Field Theory
    Rob Clifton, Hans Halvorson · 2001 · Studies in History and Philosophy of Science Part B Studies in History and Philosophy of Modern Physics
18. Adiabatic Vacuum States on General Spacetime Manifolds: Definition, Construction, and Physical Properties
    Junker, Wolfgang, Elmar Schrohe · 2001 · Max Planck Institute for Plasma Physics
19. Quantum field as a quantum cellular automaton: The Dirac free evolution in one dimension
    Bisio, Alessandro, D’Ariano, Giacomo Mauro, Tosini, Alessandro · 2015 · Annals of Physics
20. Quantum Gravity from the Point of View of Locally Covariant Quantum Field Theory
    Romeo Brunetti, Klaus Fredenhagen, Kasia Rejzner · 2016 · Communications in Mathematical Physics
21. Independence of local algebras in Quantum Field Theory
    H. Roos · 1970 · Communications in Mathematical Physics
22. Some unitary representations of Thompson’s groups $F$ and $T$
    Vaughan F. R. Jones · 2016 · Journal of Combinatorial Algebra
23. How to take particle physics seriously: A further defence of axiomatic quantum field theory
    Doreen Fraser · 2011 · Studies in History and Philosophy of Science Part B Studies in History and Philosophy of Modern Physics
24. A general class of quantum fields without cut-offs in two space-time dimensions
    Raphael J. Høegh-Krohn · 1971 · Communications in Mathematical Physics
25. On the connection between quantum fields and von Neumann algebras of local operators
    W. Driessler, Stephen J. Summers, Eyvind H. Wichmann · 1986 · Communications in Mathematical Physics
26. Approximate ternary Jordan derivations on Banach ternary algebras
    Meysam Bavand Savadkouhi, M‎. ‎Eshaghi Gordji, John Michael Rassias, N. Ghobadipour · 2009 · Journal of Mathematical Physics
27. ON THE ULTRAVIOLET BEHAVIOR OF QUANTUM FIELDS OVER NONCOMMUTATIVE MANIFOLDS
    Joseph C. Várilly, JOSÉ M. GRACIA-BONDÍA · 1999 · International Journal of Modern Physics A
28. Experiments of the EPR Type Involving CP -Violation Do not Allow Faster-than-Light Communication between Distant Observers
    G. C. Ghirardi, Renata Grassi, A. Rimini, T. Weber · 1988 · Europhysics Letters (EPL)
29. Two-dimensional conformal quantum field theory
    Paolo Furlan, Galen M. Sotkov, Ivan T. Todorov · 1989 · Rivista Del Nuovo Cimento
30. 2000]: ‘Entanglement and Open Systems in Algebraic Quantum Field Theory
    Rob Clifton, Hans Halvorson · 2000
31. Causal Categories: Relativistically Interacting Processes
    Bob Coecke, Raymond Lal · 2012 · Foundations of Physics
32. A Manifestly Covariant Description of Arbitrary Dynamical Variables in Relativistic Quantum Mechanics
    Gordon N. Fleming · 1966 · Journal of Mathematical Physics
33. Convex structures and operational quantum mechanics
    Stanley Gudder · 1973 · Communications in Mathematical Physics
34. The resolvent algebra: A new approach to canonical quantum systems
    Detlev Buchholz A, Hendrik Grundling · 2008 · Journal of Functional Analysis
35. Geometrization of statistical mechanics
    Dorje C. Brody, Lane P. Hughston · 1999 · Proceedings of the Royal Society A Mathematical Physical and Engineering Sciences
36. On the existence of equilibrium states in local quantum field theory
    Detlev Buchholz A, Peter Junglas · 1989 · Communications in Mathematical Physics
37. Charges and Generators of Symmetry Transformations in Quantum Field Theory
    C. A. Orzalesi · 1970 · Reviews of Modern Physics
38. QUANTUM FIELD THEORY ON CURVED BACKGROUNDS — A PRIMER
    Marco Benini, Claudio Dappiaggi, Thomas-Paul Hack · 2013 · International Journal of Modern Physics A
39. The Hadamard Condition for Dirac Fields and Adiabatic States on Robertson-Walker Spacetimes
    Stefan Hollands · 2001 · Communications in Mathematical Physics
40. Superselection Rules for Philosophers
    John Earman · 2008 · Erkenntnis
41. Geometrization of quantum mechanics
    José F. Cariñena, Jesús Clemente-Gallardo, Giuseppe Marmo · 2007 · Theoretical and Mathematical Physics
42. Local aspects of superselection rules
    Sergio Doplicher · 1982 · Communications in Mathematical Physics
43. Linear spin-zero quantum fields in external gravitational and scalar fields
    Bernard S. Kay · 1980 · Communications in Mathematical Physics
44. Quantum ergodic channels in operator algebras
    Masanori Ohya · 1981 · Journal of Mathematical Analysis and Applications
45. An algebraic spin and statistics theorem
    Daniele Guido, Roberto Longo · 1995
46. Local cohomology and superselection structure
    John E. Roberts · 1976 · Communications in Mathematical Physics
47. An algebraic spin and statistics theorem
    Daniele Guido, Roberto Longo · 1995 · Communications in Mathematical Physics
48. Quantum Field Theory Models
    James G. Glimm, Arthur M. Jaffe · 1985 · Birkhäuser Boston eBooks
49. Spin-statistics theorem and scattering in planar quantum field theories with braid statistics
    Jürg Martin Fröhlich, P. A. Marchetti · 1991 · Nuclear Physics B
50. Quantum theory and the brain
    Matthew J. Donald · 1990 · Proceedings of the Royal Society of London A Mathematical and Physical Sciences
51. On the vacuum state in quantum field theory. II
    H. J. Borchers · 1965 · Communications in Mathematical Physics
52. Stability, equilibrium and metastability in statistical mechanics
    Geoffrey L. Sewell · 1980 · Physics Reports
53. Nonrelativistic quantum mechanics as a noncommutative Markof process
    Luigi Accardi · 1976 · Advances in Mathematics
54. Localization of events in space-time
    M. Toller · 1999 · Physical Review A
55. On the statistical independence of algebras of observables
    Martin Florig, Stephen J. Summers · 1997 · Journal of Mathematical Physics
56. Spontaneous breakdown of symmetries and zero-mass states
    H. Ezawa, Jorge Andre Swieca · 1967 · Communications in Mathematical Physics
57. Nuclear maps and modular structures II: Applications to quantum field theory
    Detlev Buchholz A, Claudio D’Antoni, Roberto Longo · 1990 · Communications in Mathematical Physics
58. Semimodularity and the logic of quantum mechanics
    James C. T. Pool · 1968 · Communications in Mathematical Physics
59. ALGEBRAS OF UNBOUNDED OPERATORS AND PHYSICAL APPLICATIONS: A SURVEY
    Fabio Bagarello · 2007 · Reviews in Mathematical Physics
60. Entropic order parameters for the phases of QFT
    Horacio Casini, Marina Huerta, Javier M. Magán, Diego Pontello · 2021 · Journal of High Energy Physics
61. Semimodularity and The Logic of Quantum Mechanics
    James C. T. Pool · 1975 · Springer eBooks
62. Mathematics of Quantization and Quantum Fields
    Jan Dereziński, Christian Gérard · 2022 · Cambridge University Press eBooks
63. A Spin-Statistics Theorem for Quantum Fields on Curved Spacetime Manifolds in a Generally Covariant Framework
    Rainer Verch · 2001 · Desy Publications Database (Deutsches Elektronen-Synchrotron DESY)
64. Asymptotically abelian systems
    Sergio Doplicher, Richard V. Kadison, Daniel Kastler, Derek W. Robinson · 1967 · Communications in Mathematical Physics
65. Currents and Hadron Dynamics
    D. H. Sharp · 1968 · Physical Review
66. Quantum/classical correspondence in the light of Bell's inequalities
    L. A. Khalfin, Boris S. Tsirelson · 1992 · Foundations of Physics
67. The Operational Approach to Quantum Mechanics
    Charles H. Randall, David J. Foulis · 1978 · Springer eBooks
68. Relativistic Causality in Algebraic Quantum Field Theory
    John Earman, Giovanni Valente · 2014 · International Studies in the Philosophy of Science
69. Operational Quantum Logic: An Overview
    Bob Coecke, David Moore, Alexander Wilce · 2000 · Springer eBooks
70. A λφ2n field theory without cutoffs
    Lon Rosen · 1970 · Communications in Mathematical Physics
71. The century of the incomplete revolution: Searching for general relativistic quantum field theory
    Carlo Rovelli C · 2000 · Journal of Mathematical Physics
72. Collapse postulate for observables with continuous spectra
    M. D. Srinivas · 1980 · Communications in Mathematical Physics
73. Some basic concepts of algebraic quantum theory
    J. E. Roberts, Gert Roepstorff · 1969 · Communications in Mathematical Physics
74. Yukawa quantum field theory in two space-time dimensions without cutoffs
    Robert Schrader · 1972 · Annals of Physics
75. Range of forces and broken symmetries in many-body systems
    Jorge Andre Swieca · 1967 · Communications in Mathematical Physics
76. The Time Slice Axiom in Perturbative Quantum Field Theory on Globally Hyperbolic Spacetimes
    Bruno Chilian, Klaus Fredenhagen · 2008 · Communications in Mathematical Physics
77. Evolution loops
    Bogdan Mielnik · 1986 · Journal of Mathematical Physics
78. Large groups of automorphisms of C*-algebras
    Erling Størmer · 1967 · Communications in Mathematical Physics
79. Foundations of a quantum probability theory
    M. D. Srinivas · 1975 · Journal of Mathematical Physics
80. Remarks on Space-Time and Locality in Everett’s Interpretation
    Guido Bacciagaluppi · 2002 · Springer eBooks
81. Entropic order parameters for the phases of QFT
    Horacio Casini, Marina Huerta, Javier M. Magán, Diego Pontello · 2021 · CONICET Digital (CONICET)
82. CQ*-Algebras: Structure Properties
    Fabio Bagarello, Camillo Trapanı · 1996 · Publications of the Research Institute for Mathematical Sciences
83. Relations Between Internal Symmetry and Relativistic Invariance
    Louis Michel · 1965 · Physical Review
84. The electron-positron field, coupled to external electromagnetic potentials, as an elementary C∗ algebra theory
    Peter Bongaarts · 1970 · Annals of Physics
85. Quantum Field Theory on Curved Backgrounds
    Romeo Brunetti, Klaus Fredenhagen · 2012
86. The (ϕ2n)2 quantum field theory: Higher order estimates
    Lon Rosen · 1971 · Communications on Pure and Applied Mathematics
87. Local quantum observables in the anti-de-Sitter–conformal QFT correspondence
    Karl-Henning Rehren · 2000 · Physics Letters B
88. Einige Bemerkungen über Projektionsoperatoren
    Siegfried Schlieder · 1969 · Communications in Mathematical Physics
89. The dynamics of a class of quantum mean-field theories
    Pavel Bóna · 1988 · Journal of Mathematical Physics
90. The Formulation of Quantum Mechanics in Terms of Nuclear Algebras
    Sergio Iguri, M. Castagnino · 1999 · International Journal of Theoretical Physics
91. Entanglement and tensor product decomposition for two fermions
    Paweł Caban, Krzysztof Podlaski, Jakub Rembieliński, Kordian A. Smoliński, Zbigniew Walczak · 2005 · Journal of Physics A Mathematical and General
92. Normal product states for fermions and twisted duality for CCR- and CAR-type algebras with application to the Yukawa2 quantum field model
    Stephen J. Summers · 1982 · Communications in Mathematical Physics
93. Positivity of Wightman functionals and the existence of local nets
    H. J. Borchers, Jakob Yngvason · 1990 · Communications in Mathematical Physics
94. On the Stone — von Neumann Uniqueness Theorem and Its Ramifications
    Stephen J. Summers · 2001 · Springer eBooks
95. Presymmetry. II
    H. Ekstein · 1969 · Physical Review
96. Outline of axiomatic relativistic quantum field theory
    R. F. Streater · 1975 · Reports on Progress in Physics
97. ON A THEORY OF MEASUREMENT OF INCOMPATIBLE OBSERVABLES IN QUANTUM MECHANICS
    Eduard Prugovečki · 1967 · Canadian Journal of Physics
98. Quantum Reference Frames, Measurement Schemes and the Type of Local Algebras in Quantum Field Theory
    Christopher J. Fewster, Daan W. Janssen, Leon Loveridge, Kasia Rejzner, James Waldron · 2024 · Communications in Mathematical Physics
99. Symmetry Operations and Spontaneously Broken Symmetries in Relativistic Quantum Field Theories
    H. Reeh · 1968 · Fortschritte der Physik
100. Local preparability of states and the split property in quantum field theory
     Reinhard F. Werner · 1987 · Letters in Mathematical Physics