Approximate periodicity
We consider the question of finding an approximate period in a given string S of length n. Let
S′ be a periodic string closest to S under some distance metric. We consider this distance …
S′ be a periodic string closest to S under some distance metric. We consider this distance …
Computation over APT Compressed Data
The Arithmetic Progressions Tree (APT) is an encoding of a monotonic sequence ℒ in [1.. n].
Previous work on APT coding focused on its theoretical and experimental compression …
Previous work on APT coding focused on its theoretical and experimental compression …
Approximate abelian periods to find motifs in biological sequences
A problem that has been gaining importance in recent years is that of computing the Abelian
periods in a string. A string w has an Abelian period p if it is a sequence of permutations of a …
periods in a string. A string w has an Abelian period p if it is a sequence of permutations of a …
Approximate period detection and correction
Periodicity has been historically well studied and has numerous applications. In nature,
however, few cyclic phenomena have an exact period. This paper surveys some recent …
however, few cyclic phenomena have an exact period. This paper surveys some recent …
[HTML][HTML] Approximate periodicity
Finding an approximate period in a given string S of length n is defined as follows. Let S′
be a periodic string closest to S under some distance metric, find the smallest period of S …
be a periodic string closest to S under some distance metric, find the smallest period of S …
Measuring trends and repetitions in data streams
H Jowhari - 2012 - summit.sfu.ca
This thesis is concerned with the study of problems related to the measurement of disorder
in the data stream model where the input, accessed in sequential manner, is a long …
in the data stream model where the input, accessed in sequential manner, is a long …