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(DM42) Matrix exponential
08-16-2023, 04:38 PM
Post: #15
RE: (DM42) Matrix exponential
Dear Gil,
Short answer:
there is a nice article
"Nineteen dubious ways to calcate the exponential of a matrix, tventyfive years later."

Longer answer, mostly incorrect
your method for nxn matrix is a bit like solving a n-degree equation, then exponention, and final back multiplication.
In the middle step, for unsymmetric matrixes you may end up taking the square root of negative numbers, resulting in imaginary result.

Hope this helps
best regards
Gjermund
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Messages In This Thread
RE: (DM42) Matrix exponential - Gil - 08-11-2023, 11:46 PM
RE: (DM42) Matrix exponential - Gil - 08-12-2023, 10:01 AM
RE: (DM42) Matrix exponential - Gil - 08-12-2023, 08:26 PM
RE: (DM42) Matrix exponential - Gil - 08-12-2023, 08:55 PM
RE: (DM42) Matrix exponential - Gil - 08-13-2023, 10:51 AM
RE: (DM42) Matrix exponential - Gil - 08-13-2023, 09:46 PM
RE: (DM42) Matrix exponential - Gil - 08-15-2023, 11:42 PM
RE: (DM42) Matrix exponential - John Keith - 08-16-2023, 12:01 PM
RE: (DM42) Matrix exponential - Gil - 08-16-2023, 12:45 PM
RE: (DM42) Matrix exponential - Gjermund Skailand - 08-16-2023 04:38 PM
RE: (DM42) Matrix exponential - Werner - 08-23-2023, 07:16 AM
RE: (DM42) Matrix exponential - John Keith - 08-27-2023, 04:46 PM
RE: (DM42) Matrix exponential - Gil - 08-23-2023, 09:09 AM
RE: (DM42) Matrix exponential - Werner - 08-24-2023, 01:14 PM
RE: (DM42) Matrix exponential - Gil - 08-28-2023, 08:57 AM



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