Re: Math Release 2.1 SVD

2010-03-26 Thread Luc Maisonobe
Dimitri Pourbaix a écrit : > Bruce, > >> >> The 2.1 API docs for the Singular Value Decomposition say: >> >> The size p depends on the chosen algorithm: >> >> for full SVD, p is n, >> for compact SVD, p is the rank r of the matrix (i. e. the number of >> positive singular values), >> for truncated

Re: Math Release 2.1 SVD

2010-03-26 Thread Dimitri Pourbaix
Bruce, The 2.1 API docs for the Singular Value Decomposition say: The size p depends on the chosen algorithm: for full SVD, p is n, for compact SVD, p is the rank r of the matrix (i. e. the number of positive singular values), for truncated SVD p is min(r, t) where t is user-specified. but

Re: Math Release 2.1 SVD

2010-03-26 Thread Luc Maisonobe
Bruce A Johnson a écrit : > The 2.1 API docs for the Singular Value Decomposition say: > > The size p depends on the chosen algorithm: > > for full SVD, p is n, > for compact SVD, p is the rank r of the matrix (i. e. the number of > positive singular values), > for truncated SVD p is min(r, t) wh

Math Release 2.1 SVD

2010-03-26 Thread Bruce A Johnson
The 2.1 API docs for the Singular Value Decomposition say: The size p depends on the chosen algorithm: for full SVD, p is n, for compact SVD, p is the rank r of the matrix (i. e. the number of positive singular values), for truncated SVD p is min(r, t) where t is user-specified. but I don't se