I need to create a parity-check matrix, H, for a MET-LDPC code. I know that H will still be two-dimensional and have only 0s and 1's, just like "normal" LDPC codes.

I am aware of the modified degree distribution functions (because of the multiple edge types).

How do I translate the two degree distribution functions to an actual binary matrix H?

Any resource you could point me to would be helpful as well, preferably less academic because those haven't helped that much.



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