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A matrix of matrices
#14
Sorry. I thought you have done it yourself.

(It is like image processing)
(replace a rectangle in an image)

If I have time tomorrow, I will do it.
Or if you have luck, someone is faster.
Or try to code it yourself.

Meanwhile you could read this or that:
https://stackoverflow.com/questions/3566...age-matrix
https://stackoverflow.com/questions/2650...x-in-numpy

Only I am curious:
How large can N be in your N²xN² matrix ?
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Messages In This Thread
A matrix of matrices - by MaximeDt - Nov-23-2017, 03:04 AM
RE: A matrix of matrices - by Larz60+ - Nov-23-2017, 03:12 AM
RE: A matrix of matrices - by MaximeDt - Nov-23-2017, 03:15 AM
RE: A matrix of matrices - by Larz60+ - Nov-23-2017, 03:20 AM
RE: A matrix of matrices - by MaximeDt - Nov-23-2017, 03:31 AM
RE: A matrix of matrices - by heiner55 - Nov-23-2017, 04:44 PM
RE: A matrix of matrices - by MaximeDt - Nov-24-2017, 01:29 AM
RE: A matrix of matrices - by heiner55 - Nov-24-2017, 09:45 AM
RE: A matrix of matrices - by MaximeDt - Nov-24-2017, 04:00 PM
RE: A matrix of matrices - by heiner55 - Nov-25-2017, 06:18 AM
RE: A matrix of matrices - by MaximeDt - Nov-26-2017, 02:02 AM
RE: A matrix of matrices - by heiner55 - Nov-26-2017, 04:31 AM
RE: A matrix of matrices - by MaximeDt - Nov-26-2017, 04:39 AM
RE: A matrix of matrices - by heiner55 - Nov-26-2017, 05:24 AM
RE: A matrix of matrices - by MaximeDt - Nov-26-2017, 08:13 AM
RE: A matrix of matrices - by heiner55 - Nov-26-2017, 09:03 AM
RE: A matrix of matrices - by heiner55 - Nov-26-2017, 12:50 PM
RE: A matrix of matrices - by MaximeDt - Nov-26-2017, 01:12 PM
RE: A matrix of matrices - by heiner55 - Nov-26-2017, 01:23 PM

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