Home
Flashcards
Preview
CSC_Final algorithms
Home
Get App
Take Quiz
Create
GreedyReversalSort(
)
BreakpointReversalSort(
)
Sorting by
unsigned reversals
:
NP-hard
can be approximated within a constant factor
Sorting by
signed reversals
:
can be solved in polynomial time
DCJSORT(A,B)
Sorting by DCJ rearrangements
can be solved in polynomial time
Reversal Distance Problem
Complexity of sorting by reversals is
NP hard
PatternMatching(p,t) brute force
BreakPoint Reversal Sort
ImprovedBreakpointReversalSort(pi)
BruteForceMotifSearch
MedianStringSearch (DNA, t,n,l)
Building a keyword tree is done in:
O(N) time
N= kn is length of all the patterns
Building a keyword tree (with naive threading) is done in:
O(N+nm)
Building a keyword tree (with Aho-Corasick algorithm) is done in:
O(N+m)
Runtime for a suffix tree
O(N+m)
Author
saucyocelot
ID
363701
Card Set
CSC_Final algorithms
Description
Algorithms possibly on the final
Updated
2023-12-10T22:46:44Z
Show Answers
Home
Flashcards
Preview