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Home >> Seminar
 On variation of action integral in Finsler gravity Éò±ó¸±½ÌÊÚ(¶«ÄÏ´óÑ§) Thursday, November 1st, 2018, 1:00 PM  ãÉÐÐ4½Ì414 Abstract£ºIn this talk, we will introduce a generalized action integral of both gravity and matter defined on the sphere bundle over Finsler space-time manifold $M$ with a Lorentz-Finsler metric. The Euler-Lagrange equation of this functional, a generalization of the Riemann-Einstein gravity equation with a defined cosmological constant, is obtained by using some divergence theorems. Fibers of the sphere bundle are unbounded according to the pseudo-Finsler metric. Moreover, solutions of vacuum Finsler gravity equation under the weakly Landsberg condition are discussed and some concrete examples are provided. At last, we raise some questions for further study.

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