Method and apparatus for optimized processing of sparse matrices
AssigneeThe Regents of the University of California
InventorValerie E. Taylor
Life of this patent
Estimating the term…
Loading patent…
AssigneeThe Regents of the University of California
InventorValerie E. Taylor
Estimating the term…
A computer architecture for processing a sparse matrix is disclosed. The apparatus stores a value-row vector corresponding to nonzero values of a sparse matrix. Each of the nonzero values is located at a defined row and column position in the matrix. The value-row vector includes a first vector including nonzero values and delimiting characters indicating a transition from one column to another. The value-row vector also includes a second vector which defines row position values in the matrix corresponding to the nonzero values in the first vector and column position values in the matrix corresponding to the column position of the nonzero values in the first vector. The architecture also includes a circuit for detecting a special character within the value-row vector. Matrix-vector multiplication is executed on the value-row vector. This multiplication is performed by multiplying an index value of the first vector value by a column value from a second matrix to form a matrix-vector product which is added to a previous matrix-vector product.
A computer architecture for processing a sparse matrix, comprising:
A computer architecture for processing a sparse matrix comprising:
A computer architecture for processing a sparse matrix, comprising:
Dependencies are inferred from the claim text.