On Uniquely Decipherable Codes with Given Compositions,
Abstract:
It has been conjectured that a uniquely decipherable U.D. code can be replaced by a prefix code with the same codeword compositions. The conjecture is proved for the two length case, that is for U.D. codes with codeword lengths from the set l sub 1, l sub 2. This result is then extended to a more general class of U.D. codes and an equivalent conjecture is proposed for the general case. Author
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