| Files Posted by Paul |
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| 01 Apr 2007 |
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ccom Canonical transforms Perform control state space canonical transforms
Author: Paul Godfrey |
canonical transform, ctrb, obsv, control |
222 |
0 |
1.0 |
1 rating
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| 20 Mar 2007 |
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pzplace.m Calculates the gain vectors required to place the Poles and Zeros of a state space linear system.
Author: Paul Godfrey |
acker, place, poles, zeros |
201 |
0 |
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| 09 Nov 2006 |
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Dett Computes the determinant of non-square matrices.
Author: Paul Godfrey |
matrix, dett, determinant, qe, decomposition, linear algebra |
203 |
13 |
2.5 |
3 ratings
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| 23 Oct 2006 |
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Simple SVD SVD computation using QR decomposition
Author: Paul Godfrey |
values, qr, singular, linear algebra, svd |
287 |
9 |
3.5 |
2 ratings
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| 23 Oct 2006 |
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adj.m Finds the adjoint of any rectangular matrix
Author: Paul Godfrey |
matrix, linear algebra, adjoint, mathematics, adjugate |
280 |
6 |
4.1 |
9 ratings
|
| Files Tagged by Paul |
View all
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| Updated |
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File |
Tags |
Downloads (last 30 days) |
Comments |
Rating |
| 20 Mar 2007 |
|
pzplace.m Calculates the gain vectors required to place the Poles and Zeros of a state space linear system.
Author: Paul Godfrey |
acker, place, poles, zeros |
201 |
0 |
|
| 09 Nov 2006 |
|
Dett Computes the determinant of non-square matrices.
Author: Paul Godfrey |
matrix, dett, determinant, qe, decomposition, linear algebra |
203 |
13 |
2.5 |
3 ratings
|
| 23 Oct 2006 |
|
Simple SVD SVD computation using QR decomposition
Author: Paul Godfrey |
values, qr, singular, linear algebra, svd |
287 |
9 |
3.5 |
2 ratings
|
| 23 Oct 2006 |
|
adj.m Finds the adjoint of any rectangular matrix
Author: Paul Godfrey |
matrix, linear algebra, adjoint, mathematics, adjugate |
280 |
6 |
4.1 |
9 ratings
|
| 17 Oct 2006 |
|
Symmetric matrix factoring Factors an nxn matrix into a product of n+1 symmetric matrices
Author: Paul Godfrey |
symmetric matrices, linear, linear algebra, symmetric factoring h... |
221 |
0 |
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