![Geometric Properties of Randers and Other Changes of Rizza Manifolds (Report)](/assets/artwork/1x1-42817eea7ade52607a760cbee00d1495.gif)
![Geometric Properties of Randers and Other Changes of Rizza Manifolds (Report)](/assets/artwork/1x1-42817eea7ade52607a760cbee00d1495.gif)
![](/assets/artwork/1x1-42817eea7ade52607a760cbee00d1495.gif)
![](/assets/artwork/1x1-42817eea7ade52607a760cbee00d1495.gif)
Geometric Properties of Randers and Other Changes of Rizza Manifolds (Report)
Tamsui Oxford Journal of Mathematical Sciences 2010, Dec 15, 26, 4
-
- 5,99 лв.
-
- 5,99 лв.
Publisher Description
1. Introduction Let (M, L) be a Finsler space, where M is an n-dimensional differentiable manifold associated with the fundamental function L. If (M, L) is endowed with an almost complex structure [f.sub.j.sup.i] (x) on M with [f.sub.r.sup.i][f.sub.r.sup.j] = -[[delta].sub.j.sup.j] satisfying the condition
More Books by Tamsui Oxford Journal of Mathematical Sciences
Notes on Two Inequalities for Random Variables Whose Probability Density Functions Are Bounded (Report)
2010
An Integro-Differential Inequality with Application *.
2005
Some Properties of Certain Analytic and Univalent Functions (Formula)
2007
Ostrowski-Gruss-Cebysev Type Inequalities Involving Several Functions (Formula)
2007
T-Path Sigraphs (Report)
2010
On an Inequality Related to Hadamard * (Report)
2008