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Precision problem with matrix inversion
07-15-2015, 08:20 AM
Post: #15
RE: Precision problem with matrix inversion
(07-15-2015 07:46 AM)parisse Wrote:  There is a high risk of error entering data: ...

Oh yes that's absolutely true ... and then you have the basic principle of informatics "shit in ... shit out". Next time I will do it in algebraic mode.

(07-15-2015 07:46 AM)parisse Wrote:  ... there are 20 coefficients ...

16 (4 x 4 matrix)
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RE: Precision problem with matrix inversion - Maro - 07-15-2015 08:20 AM



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