A study on Finsler space with some (¿, ¿)-metric - Kumari G. N., Latha;Murthy S. K., Narasimha
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The theory of spaces with a generalized metric was initiated by FINSLER. Finsler geometry is a kind of differential geometry and originated by P. Finsler (1894-1970) in 1918. It is usually considered as a generalization of the Riemannian geometry. This book is focussed on basic ideas on Finsler Manifold, hypersurface and ( , beta)-metrics. Results on Berwald space and Douglas space of second kind With ( , beta)-metrics, projectively flat Finsler space with special metrics, Finsler hypersurface with such a metrics can also be seen. This book will help the young researchers those who are willing to work on these concepts.…mehr

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Produktbeschreibung
The theory of spaces with a generalized metric was initiated by FINSLER. Finsler geometry is a kind of differential geometry and originated by P. Finsler (1894-1970) in 1918. It is usually considered as a generalization of the Riemannian geometry. This book is focussed on basic ideas on Finsler Manifold, hypersurface and ( , beta)-metrics. Results on Berwald space and Douglas space of second kind With ( , beta)-metrics, projectively flat Finsler space with special metrics, Finsler hypersurface with such a metrics can also be seen. This book will help the young researchers those who are willing to work on these concepts.
Autorenporträt
Kumari G. N., Dr. Latha
Prof. S. K. Narasimha Murthy is working as Professor in the Department of Mathematics, Kuvempu University. He is good researcher in the field of Finsler geometry. Dr. Latha Kumari G. N. is working as Assistant Professor in Mathematics Department at GSC, Bangalore. She has published several papers in various National and International Journals.