AbstractWe present a parallel algorithm for two dimensional text searching over a general alphabet. This algorithm is optimal in two ways. First, the total number of operations on the text is linear. Second, the algorithm takes timeO(logm) on a CREW PRAM (wheremis the length of the longest dimension of the pattern), thus matching the lower bound for string matching on a PRAM without concurrent writes. On a CRCW, the algorithm runs in timeO(loglogm)
We study fundamental comparison problems on strings of characters, equipped with the usual lexicogra...
AbstractSimplified versions of Kedem–Landau–Palem algorithms for parallel one-dimensional and two-di...
An O(logn log log n) CRCW PRAM algorithm using O(n/log n) processors for computing the unique Lyndon...
We give an alphabet-independent deterministic parallel algorithm for finding all occurrences of a pa...
Given a text of length n and a pattern of length m, we present a parallel linear algorithm for findi...
We describe a deterministic parallel algorithm for linear programming in fixed dimension d that take...
Let WRAM [PRAM]be a parallel computer with p processors (RAMs) which share a common memory and are a...
An optimal O (log log n)* time parallel algorithm for string matching on CRCW-PRAM is presented. It ...
AbstractWe give an alphabet-independent optimal parallel algorithm for the searching phase of three-...
. Given a pattern string of length m for the string matching problem, we design an algorithm that co...
An optimal parallel CRCW-PRAM algorithm to compute witnesses for all non-period vectors of an m<sub>...
This paper deals with the problem of bi-dimensional pattern matching with scaling. The problem is to...
AbstractAn optimal parallel CRCW-PRAM algorithm to compute witnesses for all non-period vectors of a...
Let WRAM [PRAM] be a parallel computer with p processors (RAM's) which share a common memory and are...
The all nearest smaller values problem is defined as follows. Let A = (a 1 ; a 2 ; : : : ; an ) be n...
We study fundamental comparison problems on strings of characters, equipped with the usual lexicogra...
AbstractSimplified versions of Kedem–Landau–Palem algorithms for parallel one-dimensional and two-di...
An O(logn log log n) CRCW PRAM algorithm using O(n/log n) processors for computing the unique Lyndon...
We give an alphabet-independent deterministic parallel algorithm for finding all occurrences of a pa...
Given a text of length n and a pattern of length m, we present a parallel linear algorithm for findi...
We describe a deterministic parallel algorithm for linear programming in fixed dimension d that take...
Let WRAM [PRAM]be a parallel computer with p processors (RAMs) which share a common memory and are a...
An optimal O (log log n)* time parallel algorithm for string matching on CRCW-PRAM is presented. It ...
AbstractWe give an alphabet-independent optimal parallel algorithm for the searching phase of three-...
. Given a pattern string of length m for the string matching problem, we design an algorithm that co...
An optimal parallel CRCW-PRAM algorithm to compute witnesses for all non-period vectors of an m<sub>...
This paper deals with the problem of bi-dimensional pattern matching with scaling. The problem is to...
AbstractAn optimal parallel CRCW-PRAM algorithm to compute witnesses for all non-period vectors of a...
Let WRAM [PRAM] be a parallel computer with p processors (RAM's) which share a common memory and are...
The all nearest smaller values problem is defined as follows. Let A = (a 1 ; a 2 ; : : : ; an ) be n...
We study fundamental comparison problems on strings of characters, equipped with the usual lexicogra...
AbstractSimplified versions of Kedem–Landau–Palem algorithms for parallel one-dimensional and two-di...
An O(logn log log n) CRCW PRAM algorithm using O(n/log n) processors for computing the unique Lyndon...