QCD - quantum chromodynamics
BARBER 1979F
BARTEL 1980D
BERGER 1979C
BRANDELIK 1979H
FRITZSCH 1973
GREENBERG 1966
GRIBOV 1972
GROSS 1973B
NAMBU 1966
WEINBERG 1973
- QCD
-
-
- beginnings
GREENBERG 1966
-
- Gribov-Lipatov-Altarelli-Parisi evolution equations
ALTARELLI 1977
GRIBOV 1972
-
- Lagrangian, final form
WEINBERG 1973
-
- Minimal Standard Model, Lagrangian
WEINBERG 1973
-
- origins
NAMBU 1966
-
- parton densities evolution equations
ALTARELLI 1977
-
- quarks strong interaction, vector gluon theory
NAMBU 1966
-
- test
BARBER 1979F
BARTEL 1980D
BERGER 1979C
BRANDELIK 1979H
-
- theory, final form
GROSS 1973B
-
- three triplet model
GREENBERG 1966
-
- Yang-Mills Lagrangian, invention
FRITZSCH 1973
QED - quantum electrodynamics
BOGOLYUBOV 1956
DIRAC 1927B
DYSON 1949
DYSON 1949B
FEYNMAN 1948B
FEYNMAN 1949
FEYNMAN 1949B
FEYNMAN 1950
GELL-MANN 1954B
KOBA 1947
KOBA 1947B
LOGUNOV 1956
OPPENHEIMER 1930
SCHWINGER 1948
SCHWINGER 1949
TATI 1948
TOMONAGA 1943
WARD 1950
- QED
-
-
- S-matrix of Heisenberg
DYSON 1949B
-
- amplitudes, Feynman rules for calculations
FEYNMAN 1950
-
- big distances, renormalization group, development
BOGOLYUBOV 1956
-
- Feynman method
FEYNMAN 1948B
FEYNMAN 1949
FEYNMAN 1949B
FEYNMAN 1950
-
- foundation
DIRAC 1927B
-
- relativistically invariant formulation
FEYNMAN 1948B
FEYNMAN 1949
FEYNMAN 1949B
KOBA 1947
KOBA 1947B
SCHWINGER 1948
SCHWINGER 1949
TATI 1948
TOMONAGA 1943
-
- renormalization group, generalization
LOGUNOV 1956
-
- Schwinger method
SCHWINGER 1948
SCHWINGER 1949
-
- small distances, renormalization group exploration
GELL-MANN 1954B
-
- small distances, renormalization group, development
BOGOLYUBOV 1956
-
- Tomonaga method
KOBA 1947
KOBA 1947B
TATI 1948
TOMONAGA 1943
-
- Tomonaga-Schwinger - Feynman methods equivalence
DYSON 1949
-
- ultraviolet divergencies, first evidence
OPPENHEIMER 1930
-
- Ward identity
WARD 1950
quantization of monoatomic perfect gases
FERMI 1926
FERMI 1926B
- quantum field theory
-
-
- β decay
FERMI 1934
-
- CPT invariance
LUDERS 1954
-
- causality condition
GELL-MANN 1954
GOLDBERGER 1955
KARPLUS 1955
-
- dispersion relations
GOLDBERGER 1955
-
- dispersion relations, forward amplitude
SYMANZIK 1956
-
- dispersion relations, general proofs
BOGOLYUBOV 1956B
-
- first steps
DIRAC 1927
DIRAC 1927B
-
- nuclear forces, Yukawa
YUKAWA 1935
-
- quasi-optical approach
LOGUNOV 1963
-
- renormalization group
LOGUNOV 1956
-
- ultraviolet divergencies, first evidence
OPPENHEIMER 1930
- quantum hypothesis
-
-
-
PLANCK 1901
-
- black body radiation, explanation
PLANCK 1900B
-
- photoelectric effect, explanation
EINSTEIN 1905
EINSTEIN 1906
- quantum mechanics
-
-
- applications
SCHRÖDINGER 1926E
-
- conservation laws
WIGNER 1927B
WIGNER 1932
-
- foundation
HEISENBERG 1925
-
- Heisenberg approach
HEISENBERG 1925
-
- matrix formalism, invention
BORN 1925
BORN 1926
-
- path integral formalism, invention
FEYNMAN 1948C
-
- potential barrier, tunneling
GAMOW 1928
-
- Schrödinger wave equation
SCHRÖDINGER 1926
SCHRÖDINGER 1926B
SCHRÖDINGER 1926D
SCHRÖDINGER 1926E
-
- statistical interpretation
BORN 1926B
BORN 1926C
BORN 1926D
-
- time inversion transformation
WIGNER 1932
quantum statistics, Fermi-Dirac
DIRAC 1926
FERMI 1926B
quantum systems, space of states
FOCK 1932
- quantum theory
-
-
- atomic spectrum
BOHR 1913B
BOHR 1918
-
- atomic spectrum, invention
BOHR 1913
BOHR 1913B
-
- causality condition
GOLDBERGER 1955B
-
- corpuscular-wave dualism
DE BROGLIE 1923
DE BROGLIE 1923B
-
- dispersion relations
GOLDBERGER 1955B
-
- scattering
BORN 1926B
BORN 1926C
-
- scattering, S-matrix formalism
WHEELER 1937
-
- scattering, variational principles
LIPPMANN 1950
- quarks
-
-
- introduction
GELL-MANN 1964
ZWEIG 1964
ZWEIG 1964B
- quartet scheme
-
-
-
GLASHOW 1970
-
- failure to include CP violation
KOBAYASHI 1973B
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