Bounds on codeword lengths of optimal codes for noiseless channels
V Munteanu, D Tarniceriu - 2007 International Symposium on …, 2007 - ieeexplore.ieee.org
V Munteanu, D Tarniceriu
2007 International Symposium on Signals, Circuits and Systems, 2007•ieeexplore.ieee.orgFor the case in which the code alphabet consists of M letters, we derive the optimum
probability distribution of a discrete source that assures the minimum average codeword
length. For the case of Huffman encoding, we derive the upper and lower bounds of average
codeword length.
probability distribution of a discrete source that assures the minimum average codeword
length. For the case of Huffman encoding, we derive the upper and lower bounds of average
codeword length.
For the case in which the code alphabet consists of M letters, we derive the optimum probability distribution of a discrete source that assures the minimum average codeword length. For the case of Huffman encoding, we derive the upper and lower bounds of average codeword length.
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