This paper presents new results on the construction of the length-limited prefix-free codes with the minimum redundancy. We describe an algorithm for the construction of length-limited codes that works in O(L) time with n processors, where L is the maximal codeword length. We also describe an algorithm for the construction of almost optimal lengthlimited codes that works in O(log n) time with n processors. This is an optimal parallelization of the best known up to date sequential algorithm
Lossless compression over a countable alphabet Lossless compression Mapping messages (sequences of s...
An algorithm is given for finding the minimum weight extension of a prefix code. The algorithm runs ...
Abstract — This paper presents new lower and upper bounds for the optimal compression of binary pref...
A new O(nL)-time algorithm is given for finding an optimal prefix-free binary code for a weighted al...
Abstract — Huffman coding finds an optimal prefix code for a given probability mass function. Consid...
The classic Hufman Coding Problem of finding a minimum cost prefix-free code is almost completely un...
We consider the problem of constructing prefix-free codes of minimum cost when the encoding alphabet...
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...
In this paper we discuss the problem of finding optimal prefix-free codes for unequal letter costs, ...
In this paper we discuss the problem of finding optimal prefix-free codes for unequal letter costs, ...
AbstractIn this paper we present new results on the approximate parallel construction of Huffman cod...
A prefix code X is said to satisfy the (d, k) runlength- limited (RLL) constraint if all the possibl...
Abstract. We present a cost optimal parallel algorithm for the computation of arithmetic coding. We ...
The generic Huffman-Encoding Problem of finding a minimum cost prefix-free code is almost completely...
Lossless compression over a countable alphabet Lossless compression Mapping messages (sequences of s...
An algorithm is given for finding the minimum weight extension of a prefix code. The algorithm runs ...
Abstract — This paper presents new lower and upper bounds for the optimal compression of binary pref...
A new O(nL)-time algorithm is given for finding an optimal prefix-free binary code for a weighted al...
Abstract — Huffman coding finds an optimal prefix code for a given probability mass function. Consid...
The classic Hufman Coding Problem of finding a minimum cost prefix-free code is almost completely un...
We consider the problem of constructing prefix-free codes of minimum cost when the encoding alphabet...
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...
In this paper we discuss the problem of finding optimal prefix-free codes for unequal letter costs, ...
In this paper we discuss the problem of finding optimal prefix-free codes for unequal letter costs, ...
AbstractIn this paper we present new results on the approximate parallel construction of Huffman cod...
A prefix code X is said to satisfy the (d, k) runlength- limited (RLL) constraint if all the possibl...
Abstract. We present a cost optimal parallel algorithm for the computation of arithmetic coding. We ...
The generic Huffman-Encoding Problem of finding a minimum cost prefix-free code is almost completely...
Lossless compression over a countable alphabet Lossless compression Mapping messages (sequences of s...
An algorithm is given for finding the minimum weight extension of a prefix code. The algorithm runs ...
Abstract — This paper presents new lower and upper bounds for the optimal compression of binary pref...