Add to ORKGThe author develops a unified bidirectional linear systolic array for performing model reduction of a feedback control system using continued fractions. The array is capable of computing the 1st, 2nd and 3rd Cauer forms of the fraction and their associated inverses as well as the Routh stability criterion. Timing graphs are presented to indicate the speed-up obtained on five transputers for common problem ranges
We consider systolic arrays for matrix computations involving complex elements, and show that in cer...
[[abstract]]This paper presents two new systolic arrays to realize Euclid's algorithm for computing ...
A multiple-input/multiple-output graph reversal technique is developed and applied to the design of ...
This paper reports further work on the application of systolic architectures to systems where high s...
Candidate array architectures for the implementation of multivariable systems are developed. Followi...
Paper examining the development of a systolic array information strategy for real-time automatic con...
The systolic array research was pioneered by H. T. Kung and C. E. Leiserson. Systolic arrays are spe...
A control system, in general, could consist of hundreds of elements. Therefore considering the vastn...
In this paper a systolic algorithm is presented for the Simplex algorithm as used in Linear Programm...
International audienceWe are interested in the systolic computation of projection operators entering...
Concise algorithms to compute a solution of a system of m linear equations Ax=b with n variables are...
Graduation date: 1990Advances in VLSI array processing have led to many new\ud parallel structures f...
technical reportSystolic arrays are a class of parallel architectures consisting of regular intercon...
Gröbner basis are a powerful tool with many applications in symbolic computation. In this article, w...
A methodology to transform dense to band matrices is presented in this paper. This transformation, i...
We consider systolic arrays for matrix computations involving complex elements, and show that in cer...
[[abstract]]This paper presents two new systolic arrays to realize Euclid's algorithm for computing ...
A multiple-input/multiple-output graph reversal technique is developed and applied to the design of ...
This paper reports further work on the application of systolic architectures to systems where high s...
Candidate array architectures for the implementation of multivariable systems are developed. Followi...
Paper examining the development of a systolic array information strategy for real-time automatic con...
The systolic array research was pioneered by H. T. Kung and C. E. Leiserson. Systolic arrays are spe...
A control system, in general, could consist of hundreds of elements. Therefore considering the vastn...
In this paper a systolic algorithm is presented for the Simplex algorithm as used in Linear Programm...
International audienceWe are interested in the systolic computation of projection operators entering...
Concise algorithms to compute a solution of a system of m linear equations Ax=b with n variables are...
Graduation date: 1990Advances in VLSI array processing have led to many new\ud parallel structures f...
technical reportSystolic arrays are a class of parallel architectures consisting of regular intercon...
Gröbner basis are a powerful tool with many applications in symbolic computation. In this article, w...
A methodology to transform dense to band matrices is presented in this paper. This transformation, i...
We consider systolic arrays for matrix computations involving complex elements, and show that in cer...
[[abstract]]This paper presents two new systolic arrays to realize Euclid's algorithm for computing ...
A multiple-input/multiple-output graph reversal technique is developed and applied to the design of ...