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Multilinear Algebra Werner H. Greub
Publisher: Springer

(English) [J] Linear Multilinear Algebra 29, No.2, 145-147 (1991). Thus most of the approaches to quantum flag varieties, define the quantum flag variety via its noncommutative graded algebra of functions (cf. The first chapter introduces the basic objects: groups, actions, rings, fields. Upper bounds for nearly optimal diagonal scaling of matrices. Basics of category theory, free groups, group presentations, tensor products, multilinear and homological algebra. Oct 8, 2011 - Usual flag varieties are projective varieties, hence they have a (commutative) graded coordinate ring. Sep 18, 2009 - [generating not only a] linear and multilinear algebra, but also vector and tensor algebra, screw algebra, the complex numbers, quaternions, octonions, Clifford algebra, and Pauli and Dirac algebra. Quantum multilinear algebra, Mitsuyasu Hashimoto and Takahiro Hayashi Source: Tohoku Math. Oct 22, 2009 - Multilinear Functionals. (2) Volume 44, Number 4 (1992), 471-521, euclid. Brief introduction to representation theory and Galois theory. Okay, time for a diversion from all this calculus. Don't worry, there's tons more ahead. Oct 1, 2008 - approximately equal" a newer result in this direction is for example. Dec 7, 2007 - It gives a thorough exposition of the fundamentals of general, linear and multilinear algebra. Aug 16, 2013 - Content: Revision of groups/rings/fields/modules.