It is shown that the maximum code length and the sum of all code lengths is dependent upon the method of merging combined frequencies in a Huffman minimum redundancy encoding. By bottom merging a combined frequency below a set of frequencies with equal weight an optimum encoding is obtained that has minimum ∑ piLi, minimum Lmax, and minimum ∑ Li
10.1080/0020716031000087140International Journal of Computer Mathematics806727-742IJCM
The problem of constructing minimum-redundancy prefix codes for the general discrete noiseless chann...
The problem of constructing minimum-redundancy prefix codes for the general discrete noiseless chann...
It is shown that the maximum code length and the sum of all code lengths is dependent upon the metho...
Abstract — This paper presents new lower and upper bounds for the optimal compression of binary pref...
Abstract-If optimality is measured by average codeword length, Huffman's algorithm gives optima...
This paper presents new results on the construction of the length-limited prefix-free codes with th...
Abstract. This paper shows how to determine if codes are of optimal size. We discuss coding theory t...
A systematic nonlinear code having length 15, minimum distance 5, and 256 code words is given in Boo...
In this paper, we consider the following question about Huffman coding, which is an important techni...
The advantages of the relative redundancy criterion are discussed. Two types of universal codes (by ...
Recent years have seen a resurgence of interest in redundancy of lossless coding. The redundancy (r...
Lossless compression over a countable alphabet Lossless compression Mapping messages (sequences of s...
Abstract — Huffman coding finds an optimal prefix code for a given probability mass function. Consid...
Abstract. A standard way of implementing Huffman’s optimal code construction al-gorithm is by using ...
10.1080/0020716031000087140International Journal of Computer Mathematics806727-742IJCM
The problem of constructing minimum-redundancy prefix codes for the general discrete noiseless chann...
The problem of constructing minimum-redundancy prefix codes for the general discrete noiseless chann...
It is shown that the maximum code length and the sum of all code lengths is dependent upon the metho...
Abstract — This paper presents new lower and upper bounds for the optimal compression of binary pref...
Abstract-If optimality is measured by average codeword length, Huffman's algorithm gives optima...
This paper presents new results on the construction of the length-limited prefix-free codes with th...
Abstract. This paper shows how to determine if codes are of optimal size. We discuss coding theory t...
A systematic nonlinear code having length 15, minimum distance 5, and 256 code words is given in Boo...
In this paper, we consider the following question about Huffman coding, which is an important techni...
The advantages of the relative redundancy criterion are discussed. Two types of universal codes (by ...
Recent years have seen a resurgence of interest in redundancy of lossless coding. The redundancy (r...
Lossless compression over a countable alphabet Lossless compression Mapping messages (sequences of s...
Abstract — Huffman coding finds an optimal prefix code for a given probability mass function. Consid...
Abstract. A standard way of implementing Huffman’s optimal code construction al-gorithm is by using ...
10.1080/0020716031000087140International Journal of Computer Mathematics806727-742IJCM
The problem of constructing minimum-redundancy prefix codes for the general discrete noiseless chann...
The problem of constructing minimum-redundancy prefix codes for the general discrete noiseless chann...
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