example 16.109 The Einstein–Hilbert action

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example 16.109: The Einstein–Hilbert action16.109equation 16.32: eq:calcvar-euler-lagrange-field16.32theorem 16.93: Noether's second theorem16.93corollary 16.91: The canonical energy–momentum tensor16.91definition 16.67: The Dirichlet principle16.67example 16.37: The Dirichlet integral gives Laplace's equation16.37example 16.108: The electromagnetic action16.108proposition 16.8: The minimal-surface equation16.8theorem 16.90: Noether's first theorem, several independent variables16.90equation 16.33: eq:calcvar-field-first-variation16.33theorem 44.19: Covariant conservation of stress–energy44.19proof : ch:14-calculus-of-variations@proof-44proof

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cites (history) Die Grundlagen der Physik. (Erste Mitteilung.) derived parts/02-mathematical-methods/14-calculus-of-variations.tex:3471
depends_on eq:calcvar-euler-lagrange-field declared parts/02-mathematical-methods/14-calculus-of-variations.tex:3478
depends_on Noether's second theorem declared parts/02-mathematical-methods/14-calculus-of-variations.tex:3478