SOLVING SYSTEMS OF LINEAR ALGEBRAIC EQUATIONS USING RESIDUE ARITHMETIC.
Interim technical rept.,
TEXAS UNIV AUSTIN COMPUTATION CENTER
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The report contains a summary of the basic theorems from the theory of numbers relative to residue arithmetic. Analogous theorems for residue matrix arithmetic are proved and a complete algorithm for solving systems of linear algebraic equations using residue arithmetic is presented. Numerical results demonstrate the computational feasibility of the algorithm. Author
- Theoretical Mathematics