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Kurt Symanzik

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Publications of Kurt Symanzik

  • Kaskaden im Atomkern. In: Heisenberg, W.: Kosm. Strahlung, 2. Aufl., S. 164. Berlin: Springer 1953

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  • Kurt Symanzik Praktisch wichtige Formeln aus der Relativitätskinematik. In: Heisenberg, W.: Kosm. Strahlung, S. 558

  • Zur renormierten einzeitigen Bethe-Salpeter-Gleichung. Nuovo Cimento11, 88–91 (1953)

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  • Über das Schwingersche Funktional in der Feldtheorie. Z. Naturforsch.9a, 809–824 (1954)

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  • Zur Formulierung quantisierter Feldtheorien. Nuovo Cimento1, 205–225 (1955), with H. Lehmann, W. Zimmermann

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  • Zur Vertexfunktion in quantisierten Feldtheorien. Nuovo Cimento2, No. 3, 425–432 (1955), with H. Lehmann, W. Zimmermann

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  • Derivation of dispersion relations for forward scattering. Phys. Rev.105, 743–749 (1957)

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  • On scattering at very high energies. Nuovo Cimento5, 659–665 (1957)

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  • On the formulation of quantized field theories. II. Nuovo Cimento6, 319–333 (1957), with H. Lehmann, W. Zimmermann

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  • On the renormalization of the axial vector β-decay coupling. Nuovo Cimento11, 269–277 (1959)

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  • Dispersion relations and vertex properties in perturbation theory. Progr. Theor. Phys.20, 690–702 (1958)

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  • The asymptotic condition and dispersion relations. In: Lectures on field theory and the manybody problem, pp. 67–96. Caianiello, E.R. (ed.). New York: Academic Press 1961

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  • On the many-particle structure of Green's functions in quantum field theory. J. Math. Phys.1, 249–273 (1960)

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  • Green's functions and the quantum theory of fields. In: Lectures in theoretical physics. Vol. III, pp. 490–531. Brittin, W.E., Downs, B.W., Downs, J. (eds.). New York: Interscience 1961

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  • Green's functions method and renormalization of renormalizable field theories. In: Lectures on high energy physics, Zagreb 1961, pp. 485–517 (reprinted, New York: Gordon and Breach 1966)

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  • Grundlagen und gegenwärtiger Stand der feldgleichungsfreien Feldtheorie. In: Werner Heisenberg und die Physik unserer Zeit, pp. 275–298. Braunschweig: Vieweg 1961

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  • Application of functional integrals to Euclidean quantum field theory. In: Analysis in function space, pp. 197–206. Martin, W.T., Segal, I. (eds.). Cambridge, MA: MIT Press 1964

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  • Kurt Symanzik A modified model of Euclidean quantum field theory. Techn. Rep. IMM-NYU 321 (June 1964)

  • Many particle structure of Green's functions. In: Symposia on theoretical physics, Vol. 3, pp. 121–170. Ramakrishnan, A. (ed.). New York: Plenum Press 1967

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  • Proof and refinements of an inequality of Feynman. J. Math. Phys.6, 1155–1156 (1965)

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  • Euclidean quantum field theory. I. Equations for a scalar model. J. Math. Phys.7, 510–525 (1966)

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  • A method for Euclidean quantum field theory. In: Mathematical theory of elementary particles, pp. 125–140. Goodman, R., Segal, I. (eds.). Cambridge, MA: MIT Press 1966

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  • Schwinger functions and the classical limit of equilibrium quantum statistical mechanics. Nuovo Cimento45, 269–272 (1966)

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  • Euclidean proof of the Goldstone theorem. Commun. Math. Phys.6, 228–232 (1967)

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  • Euclidean quantum field theory. In: Local quantum field theory, pp. 152–226. Jost, R. (ed.). New York: Academic Press 1969 (Varenna lectures)

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  • Euclidean quantum field theory. In: Fundamental interactions at high energy, pp. 19–32. Gudehus, T., Kaiser, G., Perlmutter, A. (eds.). New York: Gordon and Breach 1969

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  • Renormalization of models with broken symmetry. In: Fundamental interactions at high energy, pp. 263–278. Perlmutter, A., Iverson, G.J., Williams, R.M. (eds.). New York: Gordon and Breach 1970

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  • Renormalization of certain models with PCAC. Lett. Nuovo Cimento2, 10–12 (1969)

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  • Renormalizable models with simple symmetry breaking. I. Symmetry breaking by a source term. Commun. Math. Phys.16, 48–80 (1970)

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  • Small-distance behaviour analysis and power counting. Commun. Math. Phys.18, 227–246 (1970)

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  • Small-distance behaviour in field theory. Springer Tracts Mod. Phys.57, 222–236 (1971)

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  • Kurt Symanzik Lectures in Lagrangian quantum field theory. Interner Bericht DESY T-71/1, Febr. 1971

  • Renormalization of theories with broken symmetry. In: Cargèse lectures in physics, pp. 179–237. Bessis, J.D. (ed.). New York: Gordon and Breach 1972

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  • Small-distance-behaviour analysis and Wilson expansions. Commun. Math. Phys.23, 49–86 (1971)

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  • On computations in conformal invariant field theories. Lett. Nuovo Cimento3, 734–738 (1972)

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  • Currents, stress tensor and generalized unitarity in conformal invariant quantum field theory. Commun. Math. Phys.27, 247–281 (1972), with G. Mack

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  • A field theory with computable large-momenta behaviour. Lett. Nuovo Cimento6, 77–80 (1973)

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  • Infrared singularities in theories with scalar massless particles. Acta Phys. Austriaca, Suppl.XI, 199–240 (1973)

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  • Kurt Symanzik On theories with massless particles. In: Renormalization of Yang-Mills fields and applications to particle physics. C.N.R.S. Marseille, 72, p. 470, pp. 221–230

  • Infrared singularities and small-distance behaviour analysis. Commun. Math. Phys.34, 7–36 (1973)

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  • Short review of small-distance-behaviour analysis. In: Renormalization and invariance in quantum field theory, pp. 225–246. Caianiello, R. (ed.). New York: Plenum Press 1974

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  • Massless φ4 theory in 4−ε dimensions. Lett. Nuovo Cimento8, 771–774 (1973)

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  • Massless φ4 theory in 4−ε dimensions. Cargèse lectures in physics. Brézin, E. (ed.). New York: Gordon and Breach 1973 (unpublished)

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  • Kurt Symanzik New trends in field theory. J. Phys., Suppl.10, T. 34, pp. C1-117-126

  • Small-distance behaviour in quantum field theory. In: Particles, quantum fields, and statistical mechanics. Alexanian, M., Zepeda, A. (eds.) Berlin, Heidelberg, New York: Springer 1975

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  • Renormalization problem in nonrenormalizable massless φ4 theory. Commun. Math. Phys.45, 79–98 (1975)

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  • Kurt Symanzik Renormalization problem in a class of nonrenormalizable theories. Proceedings VI GIFT Seminar on Theoretical Physics, June 1975

  • Renormalization problem in massless (φ4)4+ε theory. Suppl. Acta AustriacaXVI, 177–184 (1976)

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  • Regularized quantum field theory. In: New developments in quantum field theory and statistical mechanics, pp. 265–280. Lévy, M., Mitter, P. (eds.) New York: Plenum Press 1977

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  • Kurt Symanzik 1/N expansions inP(φ2)4−ε theory. I. Massless theory, 0<ε<2 (DESY 77/05) (unpublished)

  • Cutoff dependence in lattice φ 44 theory. In: Recent developments in gauge theories, pp. 313–330. 't Hooft, G., et al. (eds.). New York: Plenum Press 1980

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  • Anomalies of the free loop wave equation in the WKB approximation. Nucl. Phys. B173, 365–396 (1980), with M. Lüscher, P. Weisz

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  • Schrödinger representation and Casimir effect in renormalizable quantum field theory. Nucl. Phys. B190 [FS3], 1–44 (1981)

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  • Some topics in quantum field theory. In: Mathematical problems in theoretical physics. Conference Berlin 1981, pp. 44–58. Schrader, R., Seiler, R., Uhlenbrock, D.A. (eds.). Berlin, Heidelberg, New York: Springer 1982

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  • Kurt Symanzik Improved lattice actions for non-linear sigma model and non-abelian gauge theory. Workshop on non-perturbative field theory and QCD, Trieste, Dec. 1982 (to be published by World Publishing Company, Singapore)

  • Improved continuum limit in the lattice O (3) non-linear sigma model. Phys. Lett.126 B, 467 (1983), with B. Berg, I. Montvay, S. Meyer

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  • Concerning the continuum limit in some lattice theories. In: 21st international conference on high energy physics, pp. C3; 254–259. Petiau, P., Porneuf, M. (eds.). Paris: Editiones de Physique 1982

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  • Continuum limit and improved action in lattice theories. I. Principles and φ4-theory. Nucl. Phys. B226, 187–204 (1983)

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  • Continuum limit and improved action in lattice theories. II. O(n)-nonlinear sigma model in perturbation theory. Nucl. Phys. B226, 205–227 (1983)

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Authors
  1. A. Jaffe
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  2. H. Lehmann
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  3. G. Mack
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Jaffe, A., Lehmann, H. & Mack, G. Kurt Symanzik. Commun.Math. Phys. 97, 1–4 (1985). https://doi.org/10.1007/BF01206175

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