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Divergence-free tensorial concomitants
David Lovelock
Feb 1, 1970
12 pages
Published in:
Aequat.Math.
4
(1970)
1
,
127-138
Published: Feb 1, 1970
DOI:
10.1007/BF01817753
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108 citations
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Tensorial Concomitants and Conservation Laws, Preprint (King's College, London)
J.C. Du Plessis
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Invariance Properties of Variational Principles in General Relativity, Ph. D. Thesis
J.C. Du Plessis
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The Uniqueness of the Einstein Field Equations in a Four-Dimensional Space, Arch. Rat. Mech. Analysis
D. Lovelock
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Degenerate Lagrange Densities for Vector and Tensor Fields, Colloquium on the Calculus of Variations, University of South Africa , 237-269
D. Lovelock
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andRichards, H., (unpublished)
M.A. McKiernan
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Variational Problems Involving Combined Tensor Fields, Abh. Math. Sem. Univ. Hamburg29, 243-262
H. Rund
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The Differential Invariants of Generalized Spaces (Cambridge University Press, Cambridge)
T.Y. Thomas
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Nachr. d. Ges d. Wissensch. zu Göttingen 334-344
H. Vermeil
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Space-Time-Matter
H. Weyl
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