This book develops the mathematics of differential geometry in a way more intelligible to physicists and other scientists interested in this field. This book is basically divided into 3 levels; level 0, the nearest to intuition and geometrical experience, is a short summary of the theory of curves and surfaces; level 1 repeats, comments and develops upon the traditional methods of tensor algebra analysis and level 2 is an introduction to the language of modern differential geometry. A final chapter (chapter Iv) is devoted to fibre bundles and their applications to physics. Exercises are provided to amplify the text material.
Les informations fournies dans la section « Synopsis » peuvent faire référence à une autre édition de ce titre.
This book develops the mathematics of differential geometry in a way more intelligible to physicists and other scientists interested in this field. This book is basically divided into 3 levels; level 0, the nearest to intuition and geometrical experience, is a short summary of the theory of curves and surfaces; level 1 repeats, comments and develops upon the traditional methods of tensor algebra analysis and level 2 is an introduction to the language of modern differential geometry. A final chapter (chapter Iv) is devoted to fibre bundles and their applications to physics. Exercises are provided to amplify the text material.
Les informations fournies dans la section « A propos du livre » peuvent faire référence à une autre édition de ce titre.
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