FIELD: computer engineering. SUBSTANCE: device has l computing units, P parallel registers, where to P = (n+1)*(n+m) - l*(n+3) and m is number of columns in right-hand part of the system of linear algebraic equations. In addition device has two shift registers having P-bit length, unit of OR gates and two OR gates. Each computing unit has three registers, gate for n-pulse delay, two flip-flops, two groups of flip-flops, multiplier, unit for computing inverse fraction value, subtracter, nine groups of AND gates, four groups of OR gates, five AND gates and two NOT gates. Proposed device solves system having n algebraic equations by means of fixed number of L computing units when l<n. EFFECT: decreased hardware. 2 dwg
| Title | Year | Author | Number | 
|---|---|---|---|
| DEVICE FOR INVERTING N X N MATRICES | 1990 | 
 | RU2037199C1 | 
| DEVICE FOR SOLUTION OF SYSTEM OF LINEAR ALGEBRAIC EQUATIONS | 1991 | 
 | RU2012049C1 | 
| DEVICE FOR SOLVING SETS OF LINEAR ALGEBRAIC EQUATIONS | 1989 | 
 | SU1819019A1 | 
| MATRIX INVERSION DEVICE | 1989 | 
 | SU1819020A1 | 
| DEVICE FOR COMPUTATION OF EIGENVALUES OF (N X N) MATRIX | 1992 | 
 | RU2012050C1 | 
| DEVICE FOR SOLVING SYSTEMS OF LINEAR ALGEBRAIC EQUATIONS | 1993 | 
 | RU2051412C1 | 
| DEVICE FOR MULTIPLYING THREE MATRICES | 1990 | 
 | RU2024933C1 | 
| DEVICE IMPLEMENTING METHOD OF LEAST SQUARES | 1993 | 
 | RU2049354C1 | 
| DEVICE FOR SOLVING SYSTEMS OF LINEAR ALGEBRAIC EQUATIONS | 1993 | 
 | RU2049350C1 | 
| DEVICE FOR MULTIPLYING MATRIXES | 1991 | 
 | RU2011221C1 | 
Authors
Dates
1995-06-09—Published
1990-05-23—Filed