Variational Principle for Potential Scattering
Goedecke, G. H.; Brown, E.
German National Library of Science and Technology (GetInfo) (German)
Uniqueness of the functional approach
Girotti, H. O.; Simões, T. J. M.
Three-Particle Scattering—A Relativistic Theory
Alessandrini, Victor A.; Omnes, Roland L.
The Φ4 equations of motion. III. The sweeping factors
Systematic Solution of Multiparticle Scattering Problems
Scalar-pseudoscalar meson masses in nonlocal effective QCD at finite temperature
Schmidt, Sebastian; Blaschke, David; Kalinovsky, Yura L.
Saddle-point instability in models of chiral-symmetry breaking
Haymaker, Richard W.; Matsuki, Takayuki
S Matrix for Gravitational Field. II. Local Measure; General Relations; Elements of Renormalization Theory
Fradkin, E. S.; Vilkovisky, G. A.
Running gluon mass from a Landau gauge lattice QCD propagator
O Oliveira; P Bicudo
Quantum field kinetics of QCD: Quark-gluon transport theory for light-cone-dominated processes
On the strong coupling expansion for a generating functional
V E Rochev
On solving Schwinger-Dyson equations for non-Abelian gauge theory
On nonperturbative calculations in quantum electrodynamics
V E Rochev
Nuclear Schwinger-Dyson formalism applied to finite baryon density. I. Formulation
Nakano, Masahiro; Hasegawa, Akira; Kouno, Hiroaki
Nonperturbative treatment of the functional Schrödinger equation in QCD
Cornwall, John M.
Nonperturbative Landau gauge and infrared critical exponents in QCD
New approach to quantum dynamics: recursive, average case complexity, distributed approximating functional method for time-independent wavepacket forms of Schroedinger and Lippmann-Schwinger equations
Huang, Y.; Kouri, D. J.; Hoffman, D. K.
Multichannel variational expressions of scattering theory
Lucchese, Robert R.
Microcanonical formulation of lattice gauge theories with fermions
Ising Model: Field-Theoretic and Functional-Integral Aspects
Functional-derivative study of the Hubbard model. III. Fully renormalized Green's function
Arai, Tadashi; Cohen, Morrel H.
Functional formulations of quantum electrodynamics
Functional Closure of Schwinger-Dyson Equations in Quantum Electrodynamics. 1. Generation of Connected and One-Particle Irreducible Feynman Diagrams
Pelster, A.; Kleinert, H.; Bachmann, M.
From stochastic quantization to bulk quantization: Schwinger-Dyson equations and S-matrix
Finite, unrenormalized, nonperturbative solution to the Schwinger-Dyson equations of quantum electrodynamics
Cartier, J. F.; Broyles, A. A.; Placido, R. M.
Fermions and gauge vector mesons at finite temperature and density. I. Formal techniques
Freedman, Barry A.; McLerran, Larry D.
Euclidean Quantum Electrodynamics
Effective lattice theories for Polyakov loops
Effective field equations for expectation values
Jordan, R. D.
Effect of exchange-energy corrections on self-consistent meson masses and on the equation of state of nuclear matter
Kapusta, J. I.
Dynamics of broken symmetry λφ4 field theory
Cooper, Fred; Dawson, John F.; Mihaila, Bogdan
Covariant Gaussian approximation. I. Formalism
Kovner, A.; Rosenstein, B.
Control of quantum fluctuations for a Yukawa interaction in the Kaluza–Klein picture
J Alexandre; K Farakos
A non-perturbative method for the calculation of Green functions
A functional renormalization group approach to the Anderson impurity model
Lorenz Bartosch; Hermann Freire; Jose Juan Ramos Cardenas
A Primer on Functional Methods and the Schwinger-Dyson Equations
S A Fulling
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