author = { Grinfeld, Pavel },

title = { Introduction to tensor analysis and the calculus of moving surfaces },

publisher = {Springer},

publisher = {},

isbn = {9781461478669},

keywords = { Calculus of tensors Textbooks , Vector analysis Textbooks , Calculus of tensors , Lehrbuch , Tensoranalysis },

year = {[2013]},

abstract = {Literaturverzeichnis: Seite 297-298. - Index},

abstract = {Why tensor calculus?Part I. Tensors in Euclidean spaces -- Rules of the game -- Coordinate systems and the role of tensor calculus -- Change of coordinates -- The tensor description of Euclidean spaces -- The tensor property -- Elements of linear algebra in tensor notation -- Covariant differentiation -- Determinants and the Levi-Ceivita symbol -- Part II. Tensors on surfaces -- The tensor description of embedded surfaces -- The covariant surface derivative -- Curvature -- Embedded curves -- Integration and Gauss's theorem -- Part III. The calculus of moving surfaces -- The foundations of the calculus of moving surfaces -- Extension to arbitrary tensors -- Applications of the calculus of moving surfaces -- Bibliography -- Index.},

address = { New York , },

url = { http://slubdd.de/katalog?TN_libero_mab2 }