Washington State University
Combinatorics, Linear Algebra and Number Theory (CLaN) Seminar
Department of Mathematics and Statistics
Neill Hall 5W
October 24, Monday, 4:10 - 5:00 PM
Hirotachi Abo
Department of Mathematics
University of Idaho
Combinatorics, Linear Algebra and Number Theory (CLaN) Seminar
Department of Mathematics and Statistics
Neill Hall 5W
October 24, Monday, 4:10 - 5:00 PM
Hirotachi Abo
Department of Mathematics
University of Idaho
Title: Eigenvectors of tensors
Abstract: The concept of a tensor eigenvector was introduced independently by L.-H. Lim and L. Qi in 2005. The set of eigenvectors of a tensor forms an algebraic variety (i.e., the common zero locus of polynomials) called the eigenvariety of the tensor. The purpose of this talk is to discuss algebraic and geometric properties of eigenvarieties of tensors.
Abstract: The concept of a tensor eigenvector was introduced independently by L.-H. Lim and L. Qi in 2005. The set of eigenvectors of a tensor forms an algebraic variety (i.e., the common zero locus of polynomials) called the eigenvariety of the tensor. The purpose of this talk is to discuss algebraic and geometric properties of eigenvarieties of tensors.