Post Reply 
LDLt decomposition?
01-26-2015, 12:30 PM (This post was last modified: 02-06-2015 10:42 PM by salvomic.)
Post: #1
LDLt decomposition?
hi all,
in HP Prime we have for a matrix LU decomposition (it give P, L, U so PA=LU) and Cholesky decomposition (for that A=LLt, Lt is TRAN(L))...
I can't find a factorization LDLt where D is a diagonal of pivot.
Is there a way to get it? a program or something?

Thank you!

Salvo
Visit this user's website Find all posts by this user
Quote this message in a reply
Post Reply 


Messages In This Thread
LDLt decomposition? - salvomic - 01-26-2015 12:30 PM
RE: LDLt decomposition? - salvomic - 06-01-2015, 05:54 PM
RE: LDLt decomposition? - salvomic - 06-01-2015, 10:51 PM
RE: LDLt decomposition? - DrD - 06-02-2015, 11:26 AM
RE: LDLt decomposition? - salvomic - 06-02-2015, 12:10 PM
RE: LDLt decomposition? - salvomic - 06-02-2015, 05:54 PM
RE: LDLt decomposition? - DrD - 06-02-2015, 10:05 PM
RE: LDLt decomposition? - salvomic - 06-02-2015, 10:15 PM
RE: LDLt decomposition? - Helge Gabert - 06-02-2015, 11:05 PM
RE: LDLt decomposition? - DrD - 06-03-2015, 11:59 AM
RE: LDLt decomposition? - salvomic - 06-03-2015, 12:19 PM
RE: LDLt decomposition? - salvomic - 06-03-2015, 01:22 PM



User(s) browsing this thread: