Add to ORKGThis thesis consists of six independent parts, each of which develops a topic in the th...
Matrix multiplication is a basic operation of linear algebra, and has numerous applications to the t...
The exponent of matrix multiplication is the smallest real number ω such that for all ε>0, O(n^(ω+ε)...
This thesis defines matrices and offers examples of how to multiply three or more matrices
The study of matrix operations and applications is required for students planning to take advanced c...
AbstractThis paper develops optimal algorithms to multiply an n × n symmetric tridiagonal matrix by:...
minding some classical definitions about matrices. Let A = [aij] be a matrix in Cn×m (whose ij-th el...
These notes are based on a lecture given at the Toronto Student Seminar on February 2, 2012. The mat...
The main topic of this lecture is fast matrix multiplication. This topic is covered very well in tex...
Explanation of the general method of multiplying two matrices and when matrix multiplication is defi...
The evaluation of the product of two matrices can be very computationally expensive. The multiplica...
AbstractThis paper is mainly concerned with characterizations of complex matrices which are expressi...
This paper expands the multiplication of the matrix by discussing the results obtained by adding ...
This dissertation reviews the theory of fast matrix multiplication from a multilinear-algebraic poin...
AbstractWe give a constant α > 0.294 and, for any ε > 0, an algorithm for multiplying anN×Nmatrix by...
This thesis consists of six independent parts, each of which develops a topic in the th...
Matrix multiplication is a basic operation of linear algebra, and has numerous applications to the t...
The exponent of matrix multiplication is the smallest real number ω such that for all ε>0, O(n^(ω+ε)...
This thesis defines matrices and offers examples of how to multiply three or more matrices
The study of matrix operations and applications is required for students planning to take advanced c...
AbstractThis paper develops optimal algorithms to multiply an n × n symmetric tridiagonal matrix by:...
minding some classical definitions about matrices. Let A = [aij] be a matrix in Cn×m (whose ij-th el...
These notes are based on a lecture given at the Toronto Student Seminar on February 2, 2012. The mat...
The main topic of this lecture is fast matrix multiplication. This topic is covered very well in tex...
Explanation of the general method of multiplying two matrices and when matrix multiplication is defi...
The evaluation of the product of two matrices can be very computationally expensive. The multiplica...
AbstractThis paper is mainly concerned with characterizations of complex matrices which are expressi...
This paper expands the multiplication of the matrix by discussing the results obtained by adding ...
This dissertation reviews the theory of fast matrix multiplication from a multilinear-algebraic poin...
AbstractWe give a constant α > 0.294 and, for any ε > 0, an algorithm for multiplying anN×Nmatrix by...
This thesis consists of six independent parts, each of which develops a topic in the th...
Matrix multiplication is a basic operation of linear algebra, and has numerous applications to the t...
The exponent of matrix multiplication is the smallest real number ω such that for all ε>0, O(n^(ω+ε)...