Sung-Eun Jo
Followers: 0 Following: 0
Statistica
RANK
248.281
of 302.210
REPUTAZIONE
0
CONTRIBUTI
1 Domanda
0 Risposte
ACCETTAZIONE DELLE RISPOSTE
100.0%
VOTI RICEVUTI
0
RANK
3.636 of 21.631
REPUTAZIONE
428
VALUTAZIONE MEDIA
3.70
CONTRIBUTI
6 File
DOWNLOAD
46
ALL TIME DOWNLOAD
4187
RANK
of 180.202
CONTRIBUTI
0 Problemi
0 Soluzioni
PUNTEGGIO
0
NUMERO DI BADGE
0
CONTRIBUTI
0 Post
CONTRIBUTI
0 Pubblico Canali
VALUTAZIONE MEDIA
CONTRIBUTI
0 Punti principali
NUMERO MEDIO DI LIKE
Feeds
Domanda
Odd behaviour of 2x2-matrix and 2x1-vector operation
Consider a 2x2 matrix A with columns uncorrelated, and a vector x: A = [ a b ] [-b' a'] x = [ a'] [ b...
quasi 12 anni fa | 1 risposta | 0
1
rispostaInviato
SVD of 2x2 complex matrix based on two rotation matrices
ROT_SVD2X2 computes the complex rotation matrices for the SVD of a 2-by-2 complex matrix.
quasi 12 anni fa | 575 download |
Inviato
SVD of a matrix based on Lapack interface
SVD_LAPACK computes the singular value decomposition of a matrix by calling LAPACK subroutines.
quasi 12 anni fa | 1117 download |
Inviato
Trigonometric function errors at pi or pi/2 such as sin(pi) or cos(pi/2)
The constant pi in matlab is a floating-point approximation of 'pi'. There is a remedy for it!
circa 12 anni fa | 541 download |
Inviato
QR decomposition with constrained diagonal phases (Lapack interface)
The code computes the QR decomposition with specific diagonal phases.
circa 12 anni fa | 581 download |
Inviato
Tridiagonalization of a Hermitian or symmetric matrix based on Lapack interface
The code computes the tridiagonal decomposition of a Hermitian matrix by calling Lapack routines.
circa 12 anni fa | 600 download |
Inviato
Bidiagonalization of a matrix based on Lapack interface
The code computes the bidiagonal matrix decomposition of a matrix by calling Lapack routines.
circa 12 anni fa | 773 download |
