Mon premier blog

Multilinear Algebra Werner H. Greub
Publisher: Springer

Oct 1, 2008 - approximately equal" a newer result in this direction is for example. Beasley, Linear operators on matrices: the invariance of rank k matrices. Dec 2, 2012 - Boneh and Silverberg, in the paper Applications of Multilinear Forms to Cryptography, discussed why it seems to be hard to find such maps from algebraic geometry. E-print: arXiv:1008.3633 [quant-ph]; L. Linear and Multilinear Algebra , Matrix Theory Algebra and Number. May 26, 2008 - Offering multiple ways to decompose data orthogonally, we develop a new DR method based on multilinear algebra tools and on ICA. The question is now whether such an ideal is always radical. Upper bounds for nearly optimal diagonal scaling of matrices. Download Multilinear Algebra G. (English) [J] Linear Multilinear Algebra 29, No.2, 145-147 (1991). Linear Algebra and its Applications 107, 161–167 (1988). Aug 25, 2013 - I and ended up with an ideal $I=(f_1,\ldots,f_r)\subseteq\Bbbk[x_0,\ldots,x_n]$ with the property that the $f_i$ are irreducible, multilinear polynomials of (pairwise) different degrees. And tensor algebra are very new concepts to me and I want to understand how to prove the following property of the wedge product: $$\omega\wedge(\eta_{1}+\eta_{2})=\omega\wedge\eta_{1}+\omega\wedge\eta_{2}$$. Jun 14, 2011 - To appear in Linear and Multilinear Algebra (2011). Multilinear Algebra book download. Jun 9, 2013 - Saturday, 8 June 2013 at 22:51.