The most efficient methods currently available for the computation of repetitions or repeats in a string x = x[1..n] all depend on the prior computation of a suffix tree/array STx/SAx. Although these data structures can be computed in asymptotic Θ(n) time, nevertheless in practice they involve significant overhead, both in time and space. Since the number of repetitions/repeats in x can be reported in a way that is at most linear in string length, it therefore seems that it should be possible to devise less roundabout means of computing repetitions/repeats that take advantage of their infrequent occurrence. This survey paper provides background for these ideas and explores the possibilities for more efficient computation of periodicities in...
Given a string x = x[1..n] on an alphabet of size α, and a threshold pmin â-¥ 1, we describe four v...
Abstract. Given a string x = x[1..n] on an alphabet of size α, and a threshold pmin ≥ 1, we first de...
Time series data represents information about real world phenomena and periodicity mining explores t...
The most efficient methods currently available for the computation of repetitions or repeats in a st...
AbstractThe article is an overview of basic issues related to repetitions in strings, concentrating ...
International audienceThe article is an overview of basic issues related to repetitions in strings, ...
Periodicity is a fundamental combinatorial property of strings. We say that p is a period of a strin...
Regularities in strings model many phenomena and thus form the subject of extensive mathematical stu...
Combinatorics on words began more than a century ago with a demonstration that an infinitely long st...
Given a string x = x[1..n] on an alphabet of size α, and a threshold p min ≥ 1, we describe four var...
Given a string x = x[1..n], a repetition of period p in x is a substring ur = x[i..i+rp−1], p = |u|,...
Given a string x = x[1..n] on an alphabet of size α, and a threshold pmin ≥ 1, we first describe a n...
AbstractAn algorithm is presented to detect—within optimal time O(n log n) and space O(n), off-line ...
AbstractOne of the most beautiful and useful notions in the Mathematical Theory of Strings is that o...
One of the most beautiful and useful notions in the Mathematical Theory of Strings is that of a Peri...
Given a string x = x[1..n] on an alphabet of size α, and a threshold pmin â-¥ 1, we describe four v...
Abstract. Given a string x = x[1..n] on an alphabet of size α, and a threshold pmin ≥ 1, we first de...
Time series data represents information about real world phenomena and periodicity mining explores t...
The most efficient methods currently available for the computation of repetitions or repeats in a st...
AbstractThe article is an overview of basic issues related to repetitions in strings, concentrating ...
International audienceThe article is an overview of basic issues related to repetitions in strings, ...
Periodicity is a fundamental combinatorial property of strings. We say that p is a period of a strin...
Regularities in strings model many phenomena and thus form the subject of extensive mathematical stu...
Combinatorics on words began more than a century ago with a demonstration that an infinitely long st...
Given a string x = x[1..n] on an alphabet of size α, and a threshold p min ≥ 1, we describe four var...
Given a string x = x[1..n], a repetition of period p in x is a substring ur = x[i..i+rp−1], p = |u|,...
Given a string x = x[1..n] on an alphabet of size α, and a threshold pmin ≥ 1, we first describe a n...
AbstractAn algorithm is presented to detect—within optimal time O(n log n) and space O(n), off-line ...
AbstractOne of the most beautiful and useful notions in the Mathematical Theory of Strings is that o...
One of the most beautiful and useful notions in the Mathematical Theory of Strings is that of a Peri...
Given a string x = x[1..n] on an alphabet of size α, and a threshold pmin â-¥ 1, we describe four v...
Abstract. Given a string x = x[1..n] on an alphabet of size α, and a threshold pmin ≥ 1, we first de...
Time series data represents information about real world phenomena and periodicity mining explores t...