ABSTRACT: The problem considered is that of determining the number of subsequences obtain-able by deleting t symbols from a string of length n over an alphabet of size s. Recurrences are proven and solved for the maximum and average case values, and bounds on these values are exhibited
In an influential 1981 paper, Guibas and Odlyzko constructed a gen-erating function for the number o...
A new algorithm that creates a common subsequence automaton for a set of strings is presented. Moreo...
We investigate deletion correcting codes and restricted composition codes in particular. Restricted ...
A natural problem in extremal combinatorics is to maximize the number of distinct subsequences for a...
A subsequence is obtained from a string by deleting any number of characters; thus in contrast to a ...
Explicit nonasymptotic upper bounds on the sizes of multiple-deletion correcting codes are presented...
Abstract: The problem of reconstructing words from its subwords is is due to Schützenberger and Sim...
AbstractGiven a set of strings, the subsequence automaton accepts all subsequences of these strings....
Abstract—Explicit non-asymptotic upper bounds on the sizes of multiple-deletion correcting codes are...
Abstract. We investigate combinatorial enumeration problems related to subsequences of strings; in c...
We constructively prove the exact distribution of deletion sizes for unavoidable strings, under the ...
AbstractA subsequence is obtained from a string by deleting any number of characters; thus in contra...
International audienceThe longest common subsequence (LCS) problem is a classic and well-studied pro...
Given two strings of lengths m and n≥m on an alphabet of size s, the longest common subsequence (LCS...
Stringology - the study of strings - is a branch of algorithmics which been the sub-ject of mounting...
In an influential 1981 paper, Guibas and Odlyzko constructed a gen-erating function for the number o...
A new algorithm that creates a common subsequence automaton for a set of strings is presented. Moreo...
We investigate deletion correcting codes and restricted composition codes in particular. Restricted ...
A natural problem in extremal combinatorics is to maximize the number of distinct subsequences for a...
A subsequence is obtained from a string by deleting any number of characters; thus in contrast to a ...
Explicit nonasymptotic upper bounds on the sizes of multiple-deletion correcting codes are presented...
Abstract: The problem of reconstructing words from its subwords is is due to Schützenberger and Sim...
AbstractGiven a set of strings, the subsequence automaton accepts all subsequences of these strings....
Abstract—Explicit non-asymptotic upper bounds on the sizes of multiple-deletion correcting codes are...
Abstract. We investigate combinatorial enumeration problems related to subsequences of strings; in c...
We constructively prove the exact distribution of deletion sizes for unavoidable strings, under the ...
AbstractA subsequence is obtained from a string by deleting any number of characters; thus in contra...
International audienceThe longest common subsequence (LCS) problem is a classic and well-studied pro...
Given two strings of lengths m and n≥m on an alphabet of size s, the longest common subsequence (LCS...
Stringology - the study of strings - is a branch of algorithmics which been the sub-ject of mounting...
In an influential 1981 paper, Guibas and Odlyzko constructed a gen-erating function for the number o...
A new algorithm that creates a common subsequence automaton for a set of strings is presented. Moreo...
We investigate deletion correcting codes and restricted composition codes in particular. Restricted ...