RE: COEFFICIENT MATRIX IS ALGORITHMICALLY SINGULAR

From: Kenneth Kowalski Date: August 11, 2004 technical Source: cognigencorp.com
From:"Kowalski, Ken" Ken.Kowalski@pfizer.com Subject: RE:[NMusers] COEFFICIENT MATRIX IS ALGORITHMICALLY SINGULAR Date: Wed, August 11, 2004 5:19 pm Partha, I agree with Alan. You might want to have just one ETA on your CL2 expression. For example get rid of the ETAs on CLI, CLS, and KOUT and substitute the following for your CL2 expression: TVCL2=CLS-((CLS-CLI)*EXP(-KOUT*NEWT)) CL2=TVCL2*EXP(ETA(1)) Ken
Aug 11, 2004 Partha Nandy COEFFICIENT MATRIX IS ALGORITHMICALLY SINGULAR
Aug 11, 2004 Atul Bhattaram Venkatesh RE: COEFFICIENT MATRIX IS ALGORITHMICALLY SINGULAR
Aug 11, 2004 Partha Nandy RE: COEFFICIENT MATRIX IS ALGORITHMICALLY SINGULAR
Aug 11, 2004 William Bachman COEFFICIENT MATRIX IS ALGORITHMICALLY SINGULAR
Aug 11, 2004 Kazimierz H.Kozlowski RE: COEFFICIENT MATRIX IS ALGORITHMICALLY SINGULAR
Aug 11, 2004 Alan Xiao RE: COEFFICIENT MATRIX IS ALGORITHMICALLY SINGULAR
Aug 11, 2004 Kenneth Kowalski RE: COEFFICIENT MATRIX IS ALGORITHMICALLY SINGULAR
Aug 11, 2004 Luann Phillips RE: COEFFICIENT MATRIX IS ALGORITHMICALLY SINGULAR