Sentence examples for between strings is the from inspiring English sources
A popular measure of similarity between strings is the average of this vector.
One lower bound on the edit distance between two strings is the difference in the lengths of the two strings.
Edit distance between two strings is the minimum number of edit operations that have to be performed to transform the first string into the second.
The Edit Distance (also known as the Levenshtein Distance) between two strings is the minimum number of operations, such as deletion, insertion, and exchange that are required to transform one string to the other [ 22].
Because the sounding portion of each string is the segment between tangent and bridge, the tangent serves not only to set the strings in vibration but also to determine their sounding length.
This lower bound can help to see whether the edit distance between two strings is larger than the threshold even before the calculation of the edit distance.
The relationship between the presence of such matching q-grams (sequence of length q) and the edit distance was revealed in a seminal paper by Ukkonen (1992): a lower bound for the edit distance between two strings is given by the L1 distance between their count vectors of q-grams (for q=3 these are the trinucleotide frequency vectors).
The edit distance between two strings is expressed as the minimum edit operations required to transform a text t1 to another text t2 or vice versa.
The edit distance between two strings is defined as the minimum number of insertions, deletions and character replacements necessary to transform one string into another.
The p-spectrum kernel between two strings is given by the corresponding Euclidean dot product (Leslie et al., 2002).
For comparing time-series as represented by symbolic representations of varying lengths, we investigate the following two distance measures: Levenshtein distance measure (LD) [ 43]: Given a source string s and a target string t, the LD between the two strings is defined as the number of deletions, insertions, or substitutions required to transform s into t.
