We study a central problem of string processing: the compact representation of a string by its frequently-occurring substrings. In this paper we propose an effective, easily-computed form of quasi-periodicity in strings, the frequency cover; that is, the longest of those repeating substrings u of w, |u| > 1, that occurs the maximum number of times in w. The advantage of this generalization is that it is not only applicable to all strings but also that it is the only generalized notion of cover yet proposed, which can be computed efficiently in linear time and space. We describe a simple data structure called the repeating substring frequency array (
Combinatorics on words began more than a century ago with a demonstration that an infinitely long st...
AbstractThe article is an overview of basic issues related to repetitions in strings, concentrating ...
Periodicity is a fundamental combinatorial property of strings. We say that p is a period of a strin...
Abstract. A factor u of a string y is a cover of y if every letter of y lies within some occurrence ...
AbstractIn recent study of repetitive structures of strings, generalized notions of periods have bee...
AbstractThe aim of this survey is to provide insight into the sequential algorithms that have been p...
We introduce the notion of frequency-constrained substring complexity. For any finite string, it cou...
A factor u of a string y is a cover of y if every letter of y lies within some occurrence of u in y;...
In this paper we introduce the notion of an optimal cover. Let M denote the maximum number of positi...
Part 2: 8th Mining Humanistic Data WorkshopInternational audienceRegularities in strings are often r...
AbstractIn this paper, we study word regularities and in particular extensions of the notion of the ...
The most efficient methods currently available for the computation of repetitions or repeats in a st...
AbstractHere we consider the problem of computing normal forms of quasiperiodic strings. A string x ...
AbstractA string z is quasiperiodic if there is a second string w ≠ z such that the occurrences of w...
Let x denote a given nonempty string of length n = |x| . A proper substring u of x is a proper cover...
Combinatorics on words began more than a century ago with a demonstration that an infinitely long st...
AbstractThe article is an overview of basic issues related to repetitions in strings, concentrating ...
Periodicity is a fundamental combinatorial property of strings. We say that p is a period of a strin...
Abstract. A factor u of a string y is a cover of y if every letter of y lies within some occurrence ...
AbstractIn recent study of repetitive structures of strings, generalized notions of periods have bee...
AbstractThe aim of this survey is to provide insight into the sequential algorithms that have been p...
We introduce the notion of frequency-constrained substring complexity. For any finite string, it cou...
A factor u of a string y is a cover of y if every letter of y lies within some occurrence of u in y;...
In this paper we introduce the notion of an optimal cover. Let M denote the maximum number of positi...
Part 2: 8th Mining Humanistic Data WorkshopInternational audienceRegularities in strings are often r...
AbstractIn this paper, we study word regularities and in particular extensions of the notion of the ...
The most efficient methods currently available for the computation of repetitions or repeats in a st...
AbstractHere we consider the problem of computing normal forms of quasiperiodic strings. A string x ...
AbstractA string z is quasiperiodic if there is a second string w ≠ z such that the occurrences of w...
Let x denote a given nonempty string of length n = |x| . A proper substring u of x is a proper cover...
Combinatorics on words began more than a century ago with a demonstration that an infinitely long st...
AbstractThe article is an overview of basic issues related to repetitions in strings, concentrating ...
Periodicity is a fundamental combinatorial property of strings. We say that p is a period of a strin...