Derives computable finite-length converse bounds for i.i.d. deletion and insertion channels via a reference output distribution, plus an exponential-time achievability algorithm.
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Simple Finite-Length Achievability and Converse Bounds for the Deletion Channel and the Insertion Channel
Derives computable finite-length converse bounds for i.i.d. deletion and insertion channels via a reference output distribution, plus an exponential-time achievability algorithm.