AbstractIn this paper we will show that Strassen's algorithm for the computation of the product of 2 × 2-matrices is essentially unique. As an application of this result we will answer the question to what extent elements of the trivial algorithm for 2 × 2-matrix multiplication can be used in an optimal one
The Strassen algorithm for multiplying 2 x 2 matrices requires seven multiplications and 18 addition...
The Strassen algorithm for multiplying $2 \times 2$ matrices requires seven multiplications and 18 ...
matician, announced a clever algorithm to reduce the asymptotic complexity of n × n matrix multiplic...
AbstractWe wish to answer the following question: p matrices Bi, of the same dimension, being given,...
Strassen\u27s 1969 algorithm for fast matrix multiplication is based on the possibility to multiply ...
43 pagesWe consider putting certain tensors into forms with approximately minimum L2 norm. These ten...
AbstractWe present several bilinear algorithms for the acceleration of multiplication of n X n matri...
Despite its importance, all proofs of the correctness of Strassen's famous 1969 algorithm to multipl...
AbstractAlthough general theories are beginning to emerge in the area of automata based complexity t...
AbstractIn this paper we will show that Strassen's algorithm for the computation of the product of 2...
AbstractIn this paper we consider optimal algorithms for the computation of Φ:(x,y)↦ (xy,yx), where ...
In 1969, V. Strassen improves the classical~2x2 matrix multiplication algorithm. The current upper ...
Let M be an s ×t matrix and let M T be the transpose of M . Let x and y be t - and s -dimensional...
Matrix multiplication is commonly used in scientific computation. Given matrices A = (aij ) of size ...
Depuis 1960 et le résultat fondateur de Karatsuba, on sait que la complexité de la multiplication (d...
The Strassen algorithm for multiplying 2 x 2 matrices requires seven multiplications and 18 addition...
The Strassen algorithm for multiplying $2 \times 2$ matrices requires seven multiplications and 18 ...
matician, announced a clever algorithm to reduce the asymptotic complexity of n × n matrix multiplic...
AbstractWe wish to answer the following question: p matrices Bi, of the same dimension, being given,...
Strassen\u27s 1969 algorithm for fast matrix multiplication is based on the possibility to multiply ...
43 pagesWe consider putting certain tensors into forms with approximately minimum L2 norm. These ten...
AbstractWe present several bilinear algorithms for the acceleration of multiplication of n X n matri...
Despite its importance, all proofs of the correctness of Strassen's famous 1969 algorithm to multipl...
AbstractAlthough general theories are beginning to emerge in the area of automata based complexity t...
AbstractIn this paper we will show that Strassen's algorithm for the computation of the product of 2...
AbstractIn this paper we consider optimal algorithms for the computation of Φ:(x,y)↦ (xy,yx), where ...
In 1969, V. Strassen improves the classical~2x2 matrix multiplication algorithm. The current upper ...
Let M be an s ×t matrix and let M T be the transpose of M . Let x and y be t - and s -dimensional...
Matrix multiplication is commonly used in scientific computation. Given matrices A = (aij ) of size ...
Depuis 1960 et le résultat fondateur de Karatsuba, on sait que la complexité de la multiplication (d...
The Strassen algorithm for multiplying 2 x 2 matrices requires seven multiplications and 18 addition...
The Strassen algorithm for multiplying $2 \times 2$ matrices requires seven multiplications and 18 ...
matician, announced a clever algorithm to reduce the asymptotic complexity of n × n matrix multiplic...
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