Showing 121 - 140 of 824

121

CORNWALL–JACKIW–TOMBOULIS EFFECTIVE POTENTIAL FOR CANONICAL NONCOMMUTATIVE FIELD THEORIES: Cornwall-Jackiw-Tomboulis effective potential for canonical noncommutative field theories
Gianluca Mandanici
International Journal of Modern Physics A. 19:3541-3555

High Energy Physics - Th... Hartree-Fock approximati... noncommutative space-tim... Statistical mechanics of... effective potential FOS: Physical sciences
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122

Trees, Renormalization and Differential Equations: Trees, renormalization and differential equations.
Ch. Brouder
BIT Numerical Mathematics. 44:425-438

Multistep, Runge-Kutta a... Runge-Kutta methods Hopf algebras of rooted... Noncommutative geometry... noncommutative geometry 0101 mathematics
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123

Chiral perturbation theory in a nuclear background
GIRLANDA, Luca ; A. Rusetsky ; W. Weise
Annals of Physics. 312:92-127

Nuclear Theory Infinite-dimensional gro... Bound states Nuclear physics FOS: Physical sciences 7. Clean energy
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124

The Grassmann–Berezin calculus and theorems of the matrix-tree type: The Grassmann-Berezin calculus and theorems of the matrix-tree type
Abdelmalek Abdesselam
Advances in Applied Mathematics. 33:51-70

hyper-Pfaffian Graphs and linear algebr... Applied Mathematics Pfaffian-tree theorem Matrix-tree theorem Hyper-Pfaffian
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125

Radiative corrections with 5D mixed position-/momentum-space propagators
Martin Puchwein ; Zoltan Kunszt
Annals of Physics. 311:288-313

High Energy Physics - Th... High Energy Physics - Th... 0103 physical sciences Kaluza-Klein theory FOS: Physical sciences Kaluza-Klein and other h...
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126

Quantum field theory and Hopf algebra cohomology: Quantum field theory and Hopf algebra cohomology.
Brouder, Christian ; Fauser, Bertfried ; Frabetti, Alessandra ; et al.
Journal of Physics A: Mathematical and General. 37:5895-5927

High Energy Physics - Th... Quantum field theory related classical field... FOS: Physical sciences Quantum groups (quantize... [MATH] Mathematics [math...
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127

Towards complete string effective actions beyond leading order
Peeters, Kasper ; Vanhove, P. ; Westerberg, Anders ; et al.
Fortschritte der Physik-Progress of Physics

High Energy Physics - Th... High Energy Physics - Th... Research exposition (mon... 0103 physical sciences FOS: Physical sciences [PHYS.HTHE] Physics [phy...
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128

ALGEBRAIC APPROACH TO THE 1/N EXPANSION IN QUANTUM FIELD THEORY: Algebraic approach to the \(1/N\) expansion in quantum field theory
Stefan Hollands
Reviews in Mathematical Physics. 16:509-558

Operator algebra methods... FOS: Physical sciences Mathematical Physics (ma... 81T15 81T05 01 natural sciences
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129

On the exterior structure of graphs: On the exterior structure of graphs.
Daniel Kastler
Journal of Mathematical Physics. 45:1777-1786

0101 mathematics 01 natural sciences Feynman diagrams Perturbative methods of... Hopf algebras (associati...
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130

NEW PATH-INTEGRAL QUANTIZATION APPROACH FOR A LAGRANGIAN MODEL IN TERMS OF HUBBARD OPERATORS: New path-integral quantization approach for a Lagrangian model in terms of Hubbard operators
A. Foussats ; O. S. Zandron ; Carlos E. Repetto ; et al.
International Journal of Modern Physics B. 18:1319-1337

Lagrangian formalism 0103 physical sciences Hubbard operators 01 natural sciences Feynman diagrams Perturbative methods of...
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131

An Algebraic Characterization of Vacuum States in Minkowski Space. III. Reflection Maps: An algebraic characterization of vacuum states in Minkowski space. III: Reflection maps
Buchholz, D. ; Summers, Stephen J. ; Buchholz, D. ; et al.
Communications in Mathematical Physics. 246:625-641

High Energy Physics - Th... Quantum Physics FOS: Physical sciences Mathematics - Rings and... Mathematical Physics (ma... 16. Peace & justice
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132

Subleading collinear operators and their matrix elements
Enrico Lunghi ; Daniel Wyler ; Dan Pirjol ; et al.
Nuclear Physics B. 682:150-182

High Energy Physics - Ph... High Energy Physics - Ph... Wilson-coefficient const... light-cone wave function... 0103 physical sciences Nuclear physics
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133

On perturbative quantum field theory with boundary
Bajnok, Z ; Bohm, G ; Takacs, G
Nuclear Physics B. 682:585-617

Neumann boundary conditi... High Energy Physics - Th... Ordinary representations... Green-function analytici... High Energy Physics - Th... 0103 physical sciences
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134

Infrared and extended on-mass-shell renormalization of two-loop diagrams
Stefan Scherer ; Matthias R. Schindler ; Jambul Gegelia
Nuclear Physics B. 682:367-376

Nuclear Theory (nucl-th) High Energy Physics - Ph... self-energy High Energy Physics - Ph... Nuclear Theory 0103 physical sciences
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135

A functorial approach to differential characters
Turner, Paul
Algebr. Geom. Topol. 4, no. 1 (2004), 81-93

Differential forms in gl... homotopy quantum field t... 58A10 differential character 81T15 01 natural sciences
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136

INTERACTION OF VORTICES WITH AN EXTERNAL FIELD: Interaction of vortices with an external field
Ya. Shnir
Modern Physics Letters A. 19:287-295

High Energy Physics - Th... High Energy Physics - Th... 0103 physical sciences FOS: Physical sciences 01 natural sciences Yang-Mills and other gau...
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137

Ward identities and renormalization of general gauge theories
Dan Radu Grigore
Journal of Physics A: Mathematical and General. 37:2803-2834

High Energy Physics - Th... FOS: Physical sciences Yang-Mills model 01 natural sciences Anomalies in quantum fie... Yang-Mills and other gau...
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138

Hopf algebra primitives in perturbation quantum field theory
Marcos Rosenbaum ; J. David Vergara ; Hernando Quevedo
Journal of Geometry and Physics. 49:206-223

High Energy Physics - Th... Hopf algebras (aspects o... FOS: Physical sciences 01 natural sciences Perturbative methods of... Hopf algebras (associati...
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139

On the integrability of large N plane-wave matrix theory: On the integrability of large \(N\) plane-wave matrix theory
Klose, T. ; Plefka, J.
Nuclear Physics B

High Energy Physics - Th... High Energy Physics - Th... hidden conserved charges 0103 physical sciences FOS: Physical sciences Hamiltonian diagonalizat...
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140

Thek-point random matrix kernels obtained from one-point supermatrix models: The \(k\)-point random matrix kernels obtained from one-point supermatrix models.
Heiner Kohler ; Thomas Guhr ; Johan Groenqvist
Journal of Physics A: Mathematical and General. 37:2331-2344

0103 physical sciences FOS: Physical sciences String and superstring t... other extended objects (... Quantum equilibrium stat... Mathematical Physics (ma...
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