The Jacobi identity in groups.
Seymour Bachmuth, Jacques Lewin (1964)
Mathematische Zeitschrift
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Displaying similar documents to “Growth of Jacobi Fields and Divergence of Geodesics.”
The Jacobi identity in groups.
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Two remarks about the connection of Jacobi and Neumann integrable systems.
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Jacobi's Criterion when both end-points are variable
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On some integrals involving Jacobi' s polynomials.
K.N. Srivastava (1963)
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On some integrals involving Jacobi's polynomials. II:
K.N. Srivastava (1964)
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Efficient Implementation of Jacobi's Diagonalization Method on the DAP.
J.J. Modi, J.D. Pryce (1985)
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Jacobi sums over finite fields
Paul van Wamelen (2002)
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A note on the regularity of solutions of Hamilton-Jacobi equations with superlinear growth in the gradient variable
Pierre Cardaliaguet (2008)
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We investigate the regularity of solutions of first order Hamilton-Jacobi equation with super linear growth in the gradient variable. We show that the solutions are locally Hölder continuous with Hölder exponent depending only on the growth of the Hamiltonian. The proof relies on a reverse Hölder inequality.
On a Geometrical Proof of Jacobi's ... - Formula.
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Isotropic Jacobi Fields, and Jacobi's Equations on Riemannian Homogeneous Spaces.
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