Block transposition, permutation, and reshaping of arrays

version 1.1.2 (12.5 KB) by Matt J
Analogues for transpose(), reshape(), and permute() but where sub-blocks of the array are treated as scalar elements.

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Updated 1 Nov 2022

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MATLAB provides various functions like permute(), transpose(), and reshape() allowing one to change the dimensions of an array and reorder its elements. At times, however, I find I wish to do things similar to these, but where instead of reordering the individual scalar entries of an array, certain sub-blocks are treated as the "elements". Thus, for instance, if A, B, C, and D are matrices of the same size and M=[A B;C D] is a block matrix, I would like to transpose the block positions to obtain M=[A C; B D] but without reordering the contents of the sub-matrices A,B,C, and D themselves.
This FEX submission contains a set of files for doing just this kind of thing. The assumption throughout is that the sub-blocks are equal-sized sub-tiles of the given array. The tools work on any MATLAB array that can be reshaped and permuted in N-dimensions. They also works for sparse matrices, but that requires the download of my ndSparse class.
The usage of these tools is demonstrated in the Examples tab.

Cite As

Matt J (2022). Block transposition, permutation, and reshaping of arrays (https://www.mathworks.com/matlabcentral/fileexchange/115340-block-transposition-permutation-and-reshaping-of-arrays), MATLAB Central File Exchange. Retrieved .

MATLAB Release Compatibility
Created with R2021b
Compatible with any release
Platform Compatibility
Windows macOS Linux

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