„Tensor Calculus“
Suchergebnisse
1.000+ Treffer
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C. E. Weatherburn, M. A. D. Sc. Prof. of Mathematics in the University of Western Australia, An Introduction to Riemannian Geometry and the Tensor Calculus. X + 191 S. Cambridge 1938, University Press. Preis sh. 12/6
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J. A. Schouten (em. Prof. a. d. Univ. Amsterdam), Ricci‐Calculus. An Introduction to Tensor Analysis and its geometrical Applications. (Die Grundlehren der Mathematischen Wissenschaften in Einzeldarstellungen mit besonderer Berücksichtigung der Anwendungsgebiete Bd. X.) Zweite Aufl. XX + 516 S. mit 16 Abb. Berlin/Göttingen/Heidelberg 1954. Springer‐Verlag. Preis geh. 55,— DM, geb. 58,60 DM
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J. C. H. Gerretsen, Lectures on Tensor Calculus and Differential Geometry. XII + 204 S. Groningen 1962. P. Noordhoff N. V. Preis geb. Dfl. 25,—
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Mathematische Methoden der Physik – Anwendungen und Theorie von Funktionen, Distributionen und Tensoren
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Tensoranalysis
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Mathematische Methoden der Physik I – Analysis
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Mathematische Methoden der Physik II – Geometrie und Algebra
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Tensor Calculus on Time Scales – Dynamic Calculus and Riemannian Spaces
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Ascent to the Einstein Equations – Spacetime, Gravitational Waves, Black Holes and more
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A phase-field model embedded in the theory of porous media with application to hydraulic fracturing
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Introduction to the Geometrical Foundations of General Relativity – A Compendium of Tensor Calculus
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Criteria of a Copositive Tensor with Application to Check Vacuum Stability of a General Scalar Potential
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The R-Linear Convergence of IPPDA for Symmetric Low Rank Orthogonal Tensor Approximation
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Extended Vertical Stochastic $$\varvec{R}_{0}$$ R 0 -Tensor Complementarity Problem
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Expected Residual Minimization Formulation for a Class of Stochastic Tensor Vector Variational Inequalities
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Extended Horizontal Tensor Complementarity Problems
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On Q-tensors
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From Differential Geometry to Relativity – Levi-Civita’s Lectures on the Absolute Differential Calculus, 1925–1928
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Moving Surfaces: Calculus of Tensor Fields, Time Derivatives and Variations
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Second-order methods for quartically-regularised cubic polynomials, with applications to high-order tensor methods