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Multilinear Algebra Werner H. Greub
Publisher: Springer

As well as researchers interested in linear problems and optimization, and nonlinear dynamics. " I tried to start reading Representation theory, by Fulton and Harris with nothing more than an undergraduate abstract algebra introduction as preparation. Linear Algebra and its Applications 107, 161–167 (1988). Jun 14, 2011 - To appear in Linear and Multilinear Algebra (2011). Due to the historical background of Tensors (i.e. Keywords » Linear and Multilinear Algebras - Mathematical Programming - Matrix Theory - Operations Research. E-print: arXiv:1008.3633 [quant-ph]; L. Jun 16, 2011 - This subject is an extension of linear algebra sometimes called 'multilinear algebra'. Where do we hit a true boundary in the reach of polynomial-time classical methods? Oct 26, 2011 - How many quantum algorithms can be more-simply “explained” using more-compact linear or multi-linear algebra representations? Beasley, Linear operators on matrices: the invariance of rank k matrices. Sep 26, 2010 - This is no accident; the Kronecker product is used extensively in the field of multilinear algebra, which is (roughly) linear algebra with more than 2 indices. Feb 17, 2007 - This happened with dual spaces and multilinear algebra. In mathematics, multilinear algebra extends the methods of linear algebra.