theorem 102.33 The one-loop coefficient, from a magnetic response

open in the book · parts/11-qft-standard-model/04-qcd.tex:1306 · p. 2004

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theorem 102.33: The one-loop coefficient, from a magnetic response102.33equation 102.19: eq:qcd-alpha-s-def102.19lemma 102.31: The vacuum's two responses are reciprocal102.31lemma 102.32: Landau levels with g=2102.32theorem 102.35: Asymptotic freedom102.35proof : ch:04-qcd@proof-16proofphenomenon 102.39: A mass scale from a dimensionless coupling102.39phenomenon 108.56: The strong coupling runs as predicted108.56postulate 38.2: Invariance of the speed of light38.2proof : ch:04-qcd@proof-14proofequation 93.2: eq:dirac-g293.2equation 102.28: eq:qcd-ym-expanded102.28proof : ch:04-qcd@proof-15proofequation 14.80: eq:lie-su3-roots14.80equation 102.31: eq:qcd-casimirs102.31corollary 108.20: What is physical in a beta function108.20phenomenon 102.75: Hadronic matter deconfines when heated102.75proof : ch:04-qcd@proof-18proof

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typedirectionnode provenancewhere
depends_on eq:qcd-alpha-s-def declared parts/11-qft-standard-model/04-qcd.tex:1328
depends_on The vacuum's two responses are reciprocal declared parts/11-qft-standard-model/04-qcd.tex:1328
depends_on Landau levels with $g=2$ declared parts/11-qft-standard-model/04-qcd.tex:1328
depends_on Asymptotic freedom declared parts/11-qft-standard-model/04-qcd.tex:1465
proves ch:04-qcd@proof-16 declared parts/11-qft-standard-model/04-qcd.tex:1331