Login
Logged in as anonymous /
My BiBiServ
/
Logout
Search
?
Navigation
Tools
Alignment
AltAVist
ClustalW
dca
Dialign
E2G
JAli
OMA
PoSSuMsearch
PoSSuMsearch2
SWIFT Suit
Evolutionary Relationships
ConCysFind
Roci
ROCOCO
Rose
SplitsTree
Genome Comparison
AGenDA
AggloIndel
CEGeD
CG-CAT
DCJ
FFGC
Gecko
GEvolutionS
GraphTeams
MGA
newdist
REPuter
SBBI
TCRProfiler
Others
acdc
AGT-SDP
AIM
BPR
Decomp
Fly_Pres
Intronserter
jPREdictor
libfid
Metrans
mkESA
mmfind
MoRAine
Phase4
PREdictor
SciBrow
TALP
Trace2PS
Unwords
Wotd
XenDB
Primer Design
genefisher2
RNA
Shapes Studio
KnotInFrame
pAliKiss
pKiss
pknotsRG
RapidShapes
RNAalishapes
RNAshapes
aCMs
GUUGle
InSilicoDicer
Locomotif
paRNAss
planACstar
RNAforester
RNAhybrid
RNAsifter
Previous Results
Framework/Cloud
Education
Dynamic Programming
ADP
Sequence Analysis
SADR
Administration
BiBiServ policies
BiBiServ Team
Impressum
license
privacy policy
Statuscodes
Wotd
Welcome
Download
References
Authors: S. Kurtz, R. Giegerich, J. Stoye
Wotd is an implementation of the ''lazy'' write-only top-down construction algorithm of suffix trees using a very space-efficient representation.
Users of Wotd are requested to cite :
Giegerich, Robert and Kurtz, Stefan and Stoye, Jens
Efficient implementation of lazy suffix trees
, Software - Practise and Experience, 2003
built on March 4 2015 (1:d0ba4790fd33)
Welcome
BiBiServ policies
libfid
MoRAine
dca
planACstar
DCJ
RNAshapes
WebService Linklist
SADR
ConCysFind
CG-CAT
Locomotif
TCRProfiler
AIM
E2G
GEvolutionS
Bellman's GAP Cafe
BiBiServ Team
Unwords
FFGC
paRNAss
TALP
Gecko
Roci
RapidShapes
SBBI
InSilicoDicer
Impressum
ROCOCO
mkESA
license
aCMs
References
genefisher2
Wotd
Statuscodes
AggloIndel
Intronserter
Wotd
RNAforester
privacy policy
Dialign
MGA
AltAVist
Download
Decomp
JAli
Welcome
CEGeD
PREdictor
Download
Phase4
pKiss
PoSSuMsearch
ClustalW
RNAsifter
References
SWIFT Suit
RNAalishapes
GraphTeams
Metrans
PoSSuMsearch2
Wotd
Trace2PS
Welcome
GUUGle
SciBrow
RNAhybrid
Previous Results
AGT-SDP
Fly_Pres
KnotInFrame
Rose
jPREdictor
AGenDA
acdc
XenDB
OMA
newdist
SplitsTree
BPR
pknotsRG
mmfind
REPuter
pAliKiss
ADP