Add to ORKGOCIog " n) time, n"/log n processor as well as D(log n) time, n 3/logn processor CREW deterministic paral-lel algorithIllB are presented for constructing Huffman codes from a given list of frequencies. The time ca
We present an optimal parallel algorithm for the construction of(a, b)-trees-a generalization of 2-3...
We present an optimal parallel algorithm for the construction of (a, b)-trees-a generalization of 2-...
Binary trees and binary codes have many applications in various branches of science and engineering,...
AbstractIn this paper we present new results on the approximate parallel construction of Huffman cod...
A parallel algorithm is given which constructs an optimal alphabetic tree in O(log³ n) time with n² ...
AbstractThis paper first transforms the Huffman tree into a single-side growing Huffman tree, then p...
[[abstract]]This paper introduces a Huffman decoding algorithm based on the single-side growing Huff...
[[abstract]]To reduce the memory size and fasten the process of searching for a symbol in a Huffman ...
A Prüfer code of a labeled free tree with n nodes is a sequence of length n−2 constructed by the fol...
To reduce the memory size and fasten the process of searching for a symbol in a Huffman tree, we exp...
Huffman coding is one of a most famous entropy encoding methods for lossless data compression [16]. ...
Abstract. A standard way of implementing Huffman’s optimal code construction al-gorithm is by using ...
A simple parallel algorithm for decoding a Huffman encoded file is presented, exploiting the tendenc...
The concept of a tree has been used in various areas of mathematics for over a century. In particula...
In 1918 Prüfer showed a one-to-one correspondence between labeled trees on n nodes and sequences of ...
We present an optimal parallel algorithm for the construction of(a, b)-trees-a generalization of 2-3...
We present an optimal parallel algorithm for the construction of (a, b)-trees-a generalization of 2-...
Binary trees and binary codes have many applications in various branches of science and engineering,...
AbstractIn this paper we present new results on the approximate parallel construction of Huffman cod...
A parallel algorithm is given which constructs an optimal alphabetic tree in O(log³ n) time with n² ...
AbstractThis paper first transforms the Huffman tree into a single-side growing Huffman tree, then p...
[[abstract]]This paper introduces a Huffman decoding algorithm based on the single-side growing Huff...
[[abstract]]To reduce the memory size and fasten the process of searching for a symbol in a Huffman ...
A Prüfer code of a labeled free tree with n nodes is a sequence of length n−2 constructed by the fol...
To reduce the memory size and fasten the process of searching for a symbol in a Huffman tree, we exp...
Huffman coding is one of a most famous entropy encoding methods for lossless data compression [16]. ...
Abstract. A standard way of implementing Huffman’s optimal code construction al-gorithm is by using ...
A simple parallel algorithm for decoding a Huffman encoded file is presented, exploiting the tendenc...
The concept of a tree has been used in various areas of mathematics for over a century. In particula...
In 1918 Prüfer showed a one-to-one correspondence between labeled trees on n nodes and sequences of ...
We present an optimal parallel algorithm for the construction of(a, b)-trees-a generalization of 2-3...
We present an optimal parallel algorithm for the construction of (a, b)-trees-a generalization of 2-...
Binary trees and binary codes have many applications in various branches of science and engineering,...