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Initiation To Global Finslerian Geometry 1st Edition Hassan Akbarzadeh Doctorat D Etat En Mathmatiques Pures June 1961 La Sorbonne Paris

  • SKU: BELL-1288942
Initiation To Global Finslerian Geometry 1st Edition Hassan Akbarzadeh Doctorat D Etat En Mathmatiques Pures June 1961 La Sorbonne Paris
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Initiation To Global Finslerian Geometry 1st Edition Hassan Akbarzadeh Doctorat D Etat En Mathmatiques Pures June 1961 La Sorbonne Paris instant download after payment.

Publisher: Elsevier Science
File Extension: PDF
File size: 8.96 MB
Pages: 264
Author: Hassan Akbar-Zadeh Doctorat d Etat en Mathématiques Pures June 1961 La Sorbonne Paris.
ISBN: 9780080461700, 9780444521064, 0444521062, 0080461700
Language: English
Year: 2006
Edition: 1

Product desciption

Initiation To Global Finslerian Geometry 1st Edition Hassan Akbarzadeh Doctorat D Etat En Mathmatiques Pures June 1961 La Sorbonne Paris by Hassan Akbar-zadeh Doctorat D Etat En Mathématiques Pures June 1961 La Sorbonne Paris. 9780080461700, 9780444521064, 0444521062, 0080461700 instant download after payment.

After a brief description of the evolution of thinking on Finslerian geometry starting from Riemann, Finsler, Berwald and Elie Cartan, the book gives a clear and precise treatment of this geometry. The first three chapters develop the basic notions and methods, introduced by the author, to reach the global problems in Finslerian Geometry. The next five chapters are independent of each other, and deal with among others the geometry of generalized Einstein manifolds, the classification of Finslerian manifolds of constant sectional curvatures. They also give a treatment of isometric, affine, projective and conformal vector fields on the unitary tangent fibre bundle.

Key features

- Theory of connections of vectors and directions on the unitary tangent fibre bundle. - Complete list of Bianchi identities for a regular conection of directions. - Geometry of generalized Einstein manifolds. - Classification of Finslerian manifolds. - Affine, isometric, conformal and projective vector fields on the unitary tangent fibre bundle. - Theory of connections of vectors and directions on the unitary tangent fibre bundle. - Complete list of Bianchi identities for a regular conection of directions. - Geometry of generalized Einstein manifolds. - Classification of Finslerian manifolds. - Affine, isometric, conformal and projective vector fields on the unitary tangent fibre bundle.

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