Matrix Solutions
Program Name |
Register |
Contents |
|---|---|---|
Matrix Product |
000 | m (# of rows in a) |
| 001 | n (# of columns in a) | |
| 002 | p (# of columns in b) | |
| 003 | used | |
| … | … | |
| 9+(m+1)(n+1) | used | |
Inversion/Linear Systems |
000 | available |
| 001 | used | |
| … | … | |
| 005 | used | |
| 006 | |A| | |
| 007 | used | |
| 008 | used | |
| 009 | status:0 for none, 1 for factor, 2 for inversion | |
| 010 | n (matrix order) | |
| 011 | a1,1 | |
| 012 | a2,1 | |
| … | … | |
| 10+n2 | an,n | |
| 11+n2 | t1 (table) | |
| … | … | |
| 10+n2+n | tn | |
| 11+n2+n | b1 ~ x1 | |
| … | …(constant~solution) | |
| 10+n2+2n | bn ~ xn | |
| 11+n2+2n | β1 | |
| … | …(The β's are the b's permuted according to the t's such that A-1*β = x to produce the solution.) | |
| 10+n2+3n | βn | |
Tridiagonal |
000 | used |
| … | … | |
| 009 | used | |
| 010 | n (order of systems) | |
| 011 | used | |
| … | … | |
| 4n+10 | used | |
Eigenvalues |
000 | n (matrix order) |
| 001 | used | |
| … | … | |
| 015 | used | |
| 016 | available | |
| 017 | available | |
| 018 | used | |
| … | … | |
| 023 | used | |
| 024 | available | |
| 025 | used | |
| … | … | |
| 25+2n | used | |
| 26+2n | H(1,1) | |
| … | … | |
| 24+(n+1)2 | H(n,n) | |
| 25+(n+1)2 | R(1,1) | |
| … | … | |
| 24+(n+1)2+n2 | R(n,n) | |
| 25+(n+1)2+n2 | used |
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