Abstract. This paper deals with the Circular Pattern Matching Problem (CPM). In CPM, we are interested in pattern matching between the text T and the circular pattern C(P) of a given pattern P = P1... Pm. The circular pattern C(P) is formed by concatenating P1 to the right of Pm. We can view C(P) as a set of m patterns starting at positions j ∈ [1..m] and wrapping around the end and if any of these patterns matches T, we find a match for C(P). In this paper, we present two efficient data structures to index circular patterns. This problem has applications in pattern matching in geometric and astronomical data as well as in computer graphics and bioinformatics.
Abstract. We present an index to search a two-dimensional pattern of size m m in a two-dimensional ...
We introduce a new metric of match, called Cartesian tree matching, which means that two strings mat...
We consider the problem of recovering a circular arrangement of data instances with respect to some ...
This paper deals with the circular pattern matching (CPM) problem, which appears as an interesting p...
Background: Circular string matching is a problem which naturally arises in many biological contexts...
We investigate the complexity of approximate circular pattern matching (CPM, in short) under the Ham...
We investigate the complexity of approximate circular pattern matching (CPM, in short) under the Ham...
A fundamental problem in computational biology is to deal with circular patterns. The problem consis...
A nonparametric method of pattern recognition is proposed for directional observations, or for obser...
AbstractWe present new and faster algorithms to search for a two-dimensional pattern in a two-dimens...
We present new and faster algorithms to search for a two-dimensional pattern in a two-dimensional te...
We consider the circular pattern matching with k mismatches (k-CPM) problem in which one is to compu...
In this paper we apply computational geometry techniques to obtain an efficient algorithm for the fo...
In this paper, we apply computational geometry techniques to obtain an efficient algorithm for the f...
Two classes of geometric intersection searching problems are considered ie problems in which a set...
Abstract. We present an index to search a two-dimensional pattern of size m m in a two-dimensional ...
We introduce a new metric of match, called Cartesian tree matching, which means that two strings mat...
We consider the problem of recovering a circular arrangement of data instances with respect to some ...
This paper deals with the circular pattern matching (CPM) problem, which appears as an interesting p...
Background: Circular string matching is a problem which naturally arises in many biological contexts...
We investigate the complexity of approximate circular pattern matching (CPM, in short) under the Ham...
We investigate the complexity of approximate circular pattern matching (CPM, in short) under the Ham...
A fundamental problem in computational biology is to deal with circular patterns. The problem consis...
A nonparametric method of pattern recognition is proposed for directional observations, or for obser...
AbstractWe present new and faster algorithms to search for a two-dimensional pattern in a two-dimens...
We present new and faster algorithms to search for a two-dimensional pattern in a two-dimensional te...
We consider the circular pattern matching with k mismatches (k-CPM) problem in which one is to compu...
In this paper we apply computational geometry techniques to obtain an efficient algorithm for the fo...
In this paper, we apply computational geometry techniques to obtain an efficient algorithm for the f...
Two classes of geometric intersection searching problems are considered ie problems in which a set...
Abstract. We present an index to search a two-dimensional pattern of size m m in a two-dimensional ...
We introduce a new metric of match, called Cartesian tree matching, which means that two strings mat...
We consider the problem of recovering a circular arrangement of data instances with respect to some ...