Geometry and the complexity of matrix multiplication (2007)

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by J. M. Landsberg
Citations:11 - 1 self

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THE BORDER RANK OF THE MULTIPLICATION OF 2 × 2 MATRICES IS SEVEN – unknown authors - 2005
5 The border rank of the multiplication of 2 × 2 matrices is seven – J. M. Landsberg
Group-Theoretic Methods for bounding the exponent of matrix Multiplication – Sandeep R. Murthy - 2007
34 Phylogenetic ideals and varieties for the general Markov model – Elizabeth S. Allman, John, A. Rhodes
Toric Ideals in Algebraic Statistics – Seth Michael Sullivant, Seth Michael Sullivant - 2005
THE GEOMETRY OF INDEPENDENCE TREE MODELS WITH HIDDEN VARIABLES – Piotr Zwiernik, Jim, Q. Smith
The algebra and geometry of general Markov models – Piotr Zwiernik - 2010
12 Combinatorial secant varieties – Bernd Sturmfels, Seth Sullivant
4 Breaking the Coppersmith-Winograd barrier. Unpublished manuscript – Virginia Vassilevska Williams - 2011
2 Efficient Algorithms for Path Problems in Weighted Graphs – Virginia Vassilevska - 2008
Group-Theoretic Partial Matrix Multiplication – Richard Strong Bowen, Bo Chen, Hendrik Orem, Martijn Van Schaardenburg - 902
2 On Sunflowers and Matrix Multiplication – Noga Alon, Amir Shpilka, Christopher Umans
Fast – Henry Cohn, Christopher Umans
1.1 The Exponent ω of Matrix Multiplication...................... 5 1.2 Groups and Matrix Multiplication.......................... 6 1.2.1 Realizing Matrix Multiplications via Finite Groups............. 6 – unknown authors - 709
4 Open problems in algebraic statistics – Bernd Sturmfels
ON THE IDEALS OF EQUIVARIANT TREE MODELS – unknown authors - 712
5 Maximum likelihood estimation in latent class models for contingency table data – Stephen E. Fienberg, Patricia Hersh, Alessandro Rinaldo, Yi Zhou - 2008
4 PHYLOGENETIC ALGEBRAIC GEOMETRY – Nicholas Eriksson, Kristian Ranestad, Bernd Sturmfels, Seth Sullivant - 2004
2 Ideals of varieties parameterized by certain symmetric tensors – Alessandra Bernardi - 2008