Odkrycie asymptotycznej swobody i narodziny QCD

Gross, D. J.

Artykuł - szczegóły

Tytuł artykułu

Odkrycie asymptotycznej swobody i narodziny QCD

Autorzy

Gross D. J.

Wybrane pełne teksty z tego czasopisma

https://www.ptf.net.pl/PF/archiwum

Identyfikatory

Warianty tytułu

The discovery of asymptotic freedom and the emergence of QCD

Języki publikacji

Abstrakty

Słowa kluczowe

wykład noblowski 2004 swoboda asymptotyczna fizyka cząstek elementarnych kwantowa teoria pola teoria bootstrapu symetrie skalowanie teoria oddziaływań silnych nieabelowa grupa cechowania powstanie QCD wczesna historia Wszechświata unifikacja

asymptotic freedom bootstrap

Wydawca

Polskie Towarzystwo Fizyczne

Czasopismo

Postępy Fizyki

Rocznik

2005

Tom

T. 56, z. 5

Strony

195--209

Opis fizyczny

Bibliogr. 63 poz.

Twórcy

autor

Gross D. J.

Kavli Instutute for Theoretical Physics, University of California, Santa Barbara, USA

Bibliografia

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Phys. Rev. B 143, 1302 (1966).
[16] R. Dashen, M. Gell-Mann, "Representations of Local Current Algebra at Infinite Momentum", Phys. Rev. Lett. 17, 340 (1966).
[17] .J .D. Bjorken, "Applications of the Chiral D(5) x U(6) Algebra of Current Densities", Phys. Rev, B 148, 1467 (1956); "Current. Algebra at Small Distances", Varenna School Lectures, Course XLI, Varenna, Italy
(1967).
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[19] E.D. Bloom i in., "High-Energy Inelastic e-p Scattering at 6° and 10°", Phys. Rev. Lett. 23, 930 (1969).
[20] C.G. Callan. D.J. Cross, "High-Energy Electroproduction and the Constitution of the Electric Current", Phys. Rev. Lett: 22, 156 (1968).
[21] D.J. Gross, C. Llewelyn-Smith, "High Energy Neutrino-Nucleon Scattering, Current Algebra and Partons", Nucl. Phys. B 14, 337 (1969).
[22] R.P. Feynman, "High-Energy Collisions of Hadrons", Phys. Rev. Lett. 23, 1415 (1969).
[23] S.D. Drell, T.M. Yan, "Partons and Their Applications at High Energies", Ann. Phys. (NY) 66, 57 (1971).
[24] D.J. Cross, J. Wess, "Scale Invariance, Conformal Invariance and the High Energy Behavior of Scattering Amplitudes'', Phys. Rev. D 2, 753 (1970).
[25] C.G. Callan, "Broken Scale Invariance in Scalar Field Theory", Phys. Rev. D 2,1541 (1970); K. Symanzik, "Small Distance Behavior in Field Theory and Power Counting", Comm. Math. Phys. 18, 227 (1910).
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[27] G ’t Hooft, „Renormalizable Lagrangians for Massive Yang-Mills Fields”, Nucl Phys 35, 1G7 (1967)
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[29] C G Callan, „Broken Scalę Invanance and Asymptotic Behavior”, Phys Rcv D 5, 3202 (1972), K Symanzik, „Small-Distance-Behavior Analysis and Wilson Expansions”, Comm Math Phys 23, 49 (1971), N Christ, B Hasslacher, A Mueller, „Light-Cone Behavior of Perturbation Theory”, Phys Rev D 6,3543 (1972) oraz [34]
[30] R Jackiw, R. Yan Rojeń, G West, „Measuring Light Cone Singularities”, Phys Rev D 2, 2473 (1970), Y Frishman, „Operator Products at Almost Light Like Distances”, Ann Phys 66, 373 (1971), H Leutwyler, J Stern, „Singularities of Current. Commuta- tors on the Light Cone”, Nuci Phys B 20, 77 (1970), D J Gross, „Light Cone Structure of Current Commutators m the Gluon-Quark Model", Phys Rev D 4, 1059 (1971), N Christ, B Hasacher, A Mueller, „Light-Cone Behavior of Perturbation Theory”, Phys Rev D 6, 3543 (1972)
[31] K Wilson, J Kogut, „The Renormalization Group and the ε Expansion”, Phys Rep 31, 792 (1973)
[32] M Gell-Mann, F Low, „Quantum Electrodynamics at Small Distances", Phys Rev 95, 1300 (1954), E Stueckelberg, A Petermann, „La Normalisation des Constantes dans la Theorie des Quanta” Helv Phys Acta 26, 499 (1953), NN Bogoliubov, D V Shirkov, Introduction to the Theory of Quantized Fields (Interscience, New York 1959)
[33] G Parisi, „Deep Inelastic Scattering in a Field Theory with Computable Large-Momenta Behavior”, Lett. a 1 Nuovo Cirnento 7, 84 (1973)
[34] C G Callan, D J Gross, „Bjorken Scaling m Quantum Field Theory”, Phys Rev D 8, 4383 (1973)
[35] S Coleman, D J Gross, „Price of Asymptotic Freedom”, Phys Rev Lett 31, 851 (1973)
[36] A Zee, „Study of the Renormalization Group for Small Coupling Constants”, Phys Rev D 7, 3630 (1973)
[37] D J Gross, F Wilczek, „Ultraviolet Behavior of Non-Abelian Gauge Theories”, Phys Rev Lett 30, 1343 (1973)
[38] H D Politzer, „Reliable Perturbative Results for Strong Interactions?”, Phys Rev Lett 30, 1346 (1973)
[39] N K Nielsen, „Asymptotic Freedom as a Spin Effect”, Am J Phys 49, 1171 (1981)
[40] W A Bardeen, H Fritzsch, M Gell-Mann, „Light-Cone Current Algebra, TT0 Decay, and e+ -e Annihilation”, w Scalę and Conformal Symmetry m Hadron Physics, red R Gatto (Wiley &c Sons, 1973)
[41] D J Gross, F Wilczek, „Asymptotically FYee Gauge Theories I”, Phys Rev D 8, 3633 (1973)
[42] D J Gross, F Wilczek, „Asymptotically FYee Gauge Theories II”, Phys Rev D 9, 980 (1974)
[43] S Wemberg, „Non-Abelian Gauge Theories of the Strong Interactions*, Phys Rev Lett 31,494(1973)
[44] H Fritzsch, M Gell-Mann, H Leutwyler, „Advantages of the Color Octet Gluon Picture”, Phys Lett 47B, 368 (1973)
[45] H Fritzsch, M Gell-Mann, „Current Algebra Quarks and What Else7”, Proceedings of the XVI Int Conf on High Energy Physics (1972), t 2, s 164
[46] H Lipkin, „Triality, Exotics and the Dynamical Basis of the Quark Model”, Phys Lett 45B, 267 (1973)
[47] W Marciano, H Pagels, „Quantum Chromodynamics” Phys Rep C36, 137 (1978)
[48] K Wilson, „Confinement of Quarks”, Phys Rev D 10, 2445 (1974)
[49] M Creutz, „Confinement and the Cntical Dimensionality of Space-Time”, Phys Rev Lett 43, 553 (1979)
[50] D J Gross, A Neveu, „Dynamical Symmetry Breaking in an Asymptotically Free Theory”, Phys Rev D 10, 3235 (1974)
[51] G ’t Hooft, „A Planar Diagram Theory for Strong Interactions”, Nucl. Phys B 72, 461 (1974)
[52] A Casher, J Kogut, L Susskind, „Yacuum Polarization and the Quark Parton Puzzle”, Phys Rev Lett 31, 792 (1973), „Vacuum Polarization and the Absence of Free Quarks”, Phys Rev D 10, 732 (1974)
[53] W Casuell „Asjmptotic Behavior of Non-Abelian Gauge Theories to Two-Loop Order”, Phys Rev Lett 33, 244 (1974), D Jones, „Two-Loop Diagrams m Yang-Mills Theory”, Nucl Phys B 75, 531 (1974)
[54] T Appelquist, H Georgi, „e+-e~ Annihilation m Gauge Theories of Strong Interactions”, Phys Rev D 8, 4000 (1973)
[55] A Zee, „Electron-Positron Annihilation in Stagnant Field Theores”, Phys Rev D 8, 4038 (1973)
[56] M K. Gaillard B W Lee, „Δ/ = 1/2 Rule for Non-Leptonic Decays in Asymptotically Free Field Theores”, Phys Rev Lett 33, 108 (1974)
[57] G Altarelli, L Maiani, „Octet Enhancement of Non-Leptonic Weak Interactions m Asymptotically Free Gauge Theories”, Phys Lett 52B, 351 (1974)
[58] D J Gross, „How to Test Scaling in Asymptotically Free Theories", Phys Rev Lett 32, 1071 (1974)
[59] C Bouchiat, J Iliopoulos, Ph Meyer, „An Anomaly Free Version of Weinberg’s Model”, Phys Lett 38B, 519 (1972)
[60] D J Gross, R Jackiw, „The Effect of Anomalies on Quasi-Renormalizable Theories”, Phys Rev D 6,477 (1972)
[61] M K Gaillard, B W Lee, J L Rosner, „Search for Charm”, Rev Mod Phys 47, 277 (1975)
[62] T Appelquist, H D Politzer, „Heavy Quarks and e+-e~ Annihilation”, Phys Rev Lett 34,43(1975)
[63] H. Georgi, H R Quinn, S Weinberg, „Hierarchy of Interactions in Unified Gauge Theories", Phys Rev Lett 33, 451 (1974)

Typ dokumentu

Bibliografia

Identyfikator YADDA

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