Complexity of matrix multiplication, an overview of Ch. 2 including tensors, rank of tensors, and wiring diagrams. Date: July 07, 2008 29 views • about 10 years ago

§ 3.3,4,5,6 Tangent spaces to varieties, joins, cones, secant varieties, their dimension, Terracini's lemma. Date: July 08, 2008 7 views • about 10 years ago

§ 6.1,6.2,6.6,6.7 The Alexander-Hirshowitz theorem and dimensions of secant varieties of Segre varieties Date: July 15, 2008 5 views • about 10 years ago

§ 4.6,7,8 Highest weight vectors, bases of highest weight space. Ideals of Segre, Veronese varieties and homogeneous varieties in general, decomposing S^d(A_1\otimes \cdots \otimes A_n), characters. Date: July 10, 2008 4 views • about 10 years ago

EDS and the Method of Equivalence Lines and Asymptotic Lines of Projective Varieties Date: May 08, 2008 3 views • about 10 years ago

§ 5.1-5.3 Equations for secant varieties I: special Segre varieties, subspace varieties, flattenings Date: July 11, 2008 2 views • about 10 years ago

Ch 8: Rank vs border rank of tensors and symmetric tensors Date: July 15, 2008 2 views • about 10 years ago

Finish Chap 3 - Terracini's lemma cont'd and applications to computing the dimension of secant varieties. The geometric definition of border rank, projective second fundamental form. Date: July 09, 2008 2 views • about 10 years ago

Ch 9: Spaces of tensors admitting normal forms Date: July 17, 2008 1 view • about 10 years ago