Tensor approach to averaging Jacobi fields along geodesicswith random curvature

Author:

Grachev D. A.

Publisher

Allerton Press

Subject

General Mathematics

Reference14 articles.

1. V. G. Lamburt, D. D. Sokolov and V. N. Tutubalin, “Jacobi Fields Along a Geodesic with Random Curvature,” Matem. Zametki 74(3), 416 (2003) [Math. Notes 74 (3), 393 (2003)].

2. M. E. Artyushkova and D. D. Sokolov, “Numerical Modeling of the Solutions to the Jacobi Equation on a Geodesic with Random Curvature,” Astronomicheskii Zh. 82(7), 584 (2005) [Astronomy Reports 49 (7) 520 (2005)].

3. M. E. Artyushkova and D. D. Sokoloff, “Modeling Small-Scale Dynamo by the Jacobi Equation,” Magnetohydrodynamics 42(1), 3 (2006).

4. V. G. Lamburt, D. D. Sokoloff, and V. N. Tutubalin, “Light Propagation in a Universe with Spatial Inhomogeneities,” Astrophys. and Space Sci. 298, 409 (2005).

5. Ya. B. Zel’dovich, “Observations in a Universe Homogeneous in the Mean,” Astronomicheskii Zh., 41, 19 (1964).

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