- {\displaystyle F.} The
relation of one
sequence being the
subsequence of
another is a preorder.
Subsequences can
contain consecutive elements which were not consecutive...
-
subsequences are not
required to
occupy consecutive positions within the
original sequences. The
problem of
computing longest common subsequences is...
-
which the
subsequence is as long as possible. This
subsequence is not
necessarily contiguous or unique. The
longest increasing subsequences are studied...
-
extrema in
random permutations and the
structure of
longest alternating subsequences", 23rd
International Conference on
Formal Power Series and Algebraic...
-
bounded sequence in R n {\displaystyle \mathbb {R} ^{n}} has a
convergent subsequence. An
equivalent formulation is that a
subset of R n {\displaystyle \mathbb...
- made
possible by
maintaining a
linked hierarchy of
subsequences, with each
successive subsequence skipping over
fewer elements than the
previous one (see...
- repeats,
finding tandem repeats, and
finding unique subsequences and
missing (un-spelled)
subsequences.
Alignment problems: that deal with
comparison between...
-
decreasing subsequences, 2,1 and 3,1 3,1,2 has two
decreasing subsequences, 3,1 and 3,2 3,2,1 has
three decreasing length-2
subsequences, 3,2, 3,1, and...
- and space). They
further show how to
report all the
longest increasing subsequences from the same
resulting data structures.
Patience sorting was
named by...
- it is convergent. A
sequence is
convergent if and only if all of its
subsequences are convergent. A
Cauchy sequence is a
sequence whose terms become arbitrarily...
