The edit distance is the measure that quantifies the difference between two strings. It is an important concept because it has its usage in many domains such as natural language processing, spell checking, genome matching, and pattern recognition. Edit distance is also known as Levenshtein distance. Sequentially, the edit distance is computed by using dynamic programming based strategy that may not provide results in reasonable time when input strings are large. In this work, a distributed algorithm is presented for parallel edit distance computation. The proposed algorithm is both time and space efficient. It is evaluated on a hybrid setup of distributed and shared memory systems. Results suggest that the proposed algorithm achieves signif...
paper we prER9 t a coar6E grE$ ed parRXEA algor7 hm for solving the str ng edit distance p r blem fo...
Graph edit distance (GED) has emerged as a powerful and flexible graph matching paradigm that can be...
This paper presents a parallel algorithm for solving the edit distance problem. The edit distance re...
In this paper, we study efficient parallel edit distance algorithms, both in theory and in practice....
The edit distance (or Levenshtein distance) between two strings x, y is the minimum number of charac...
Edit distance measures the similarity between two strings (as the minimum number of change, insert o...
Edit distance is the most widely used method to quantify similarity between two strings. We investig...
In this paper, we propose a method for the computation of a novel distance metrics, called Multi-Par...
The notion of edit distance arises in very different fields such as self-correcting codes, parsing t...
We describe a way to compute the edit distance of two strings without having to fill the whole dynam...
AbstractThe notion of edit distance arises in very different fields such as self-correcting codes, p...
Levenshtein is a Minimum Edit Distance method; it is usually used in spell checking applications for...
String edit distances have been used for decades in applications ranging from spelling correction an...
AbstractUsing bit-parallelism has resulted in fast and practical algorithms for approximate string m...
Given a context free language L(G) over alphabet Σ and a string s ∈ Σ∗, the language edit distance p...
paper we prER9 t a coar6E grE$ ed parRXEA algor7 hm for solving the str ng edit distance p r blem fo...
Graph edit distance (GED) has emerged as a powerful and flexible graph matching paradigm that can be...
This paper presents a parallel algorithm for solving the edit distance problem. The edit distance re...
In this paper, we study efficient parallel edit distance algorithms, both in theory and in practice....
The edit distance (or Levenshtein distance) between two strings x, y is the minimum number of charac...
Edit distance measures the similarity between two strings (as the minimum number of change, insert o...
Edit distance is the most widely used method to quantify similarity between two strings. We investig...
In this paper, we propose a method for the computation of a novel distance metrics, called Multi-Par...
The notion of edit distance arises in very different fields such as self-correcting codes, parsing t...
We describe a way to compute the edit distance of two strings without having to fill the whole dynam...
AbstractThe notion of edit distance arises in very different fields such as self-correcting codes, p...
Levenshtein is a Minimum Edit Distance method; it is usually used in spell checking applications for...
String edit distances have been used for decades in applications ranging from spelling correction an...
AbstractUsing bit-parallelism has resulted in fast and practical algorithms for approximate string m...
Given a context free language L(G) over alphabet Σ and a string s ∈ Σ∗, the language edit distance p...
paper we prER9 t a coar6E grE$ ed parRXEA algor7 hm for solving the str ng edit distance p r blem fo...
Graph edit distance (GED) has emerged as a powerful and flexible graph matching paradigm that can be...
This paper presents a parallel algorithm for solving the edit distance problem. The edit distance re...