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(14)
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Haplotyping with missing data via perfect path phylogenies.
Jens
Gramm
and Till
Nierhoff
and Roded
Sharan
and Till
Tantau
Discrete Applied Mathematics
155
788-805 (2007)
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by
dblp
on 2007-03-16 00:00:00
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URL
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BibTeX
Optimal Flow Distribution Among Multiple Channels with Unknown Capacities .
Richard M.
Karp
and Till
Nierhoff
and Till
Tantau
Essays in Memory of Shimon Even
111-128 (2006)
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by
dblp
on 2007-02-08 00:00:00
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BibTeX
A heuristic for the Stacker Crane Problem on trees which is almost surely exact.
Amin
Coja-Oghlan
and Sven Oliver
Krumke
and Till
Nierhoff
J. Algorithms
61
1-19 (2006)
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by
dblp
on 2007-01-02 00:00:00
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BibTeX
On the Complexity of SNP Block Partitioning Under the Perfect Phylogeny Model.
Jens
Gramm
and Tzvika
Hartman
and Till
Nierhoff
and Roded
Sharan
and Till
Tantau
WABI
92-102 (2006)
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by
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on 2006-11-06 00:00:00
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BibTeX
A Hard Dial-a-Ride Problem that is Easy on Average.
Amin
Coja-Oghlan
and Sven Oliver
Krumke
and Till
Nierhoff
J. Scheduling
8
197-210 (2005)
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on 2006-07-19 00:00:00
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Perfect Path Phylogeny Haplotyping with Missing Data Is Fixed-Parameter Tractable.
Jens
Gramm
and Till
Nierhoff
and Till
Tantau
IWPEC
174-186 (2004)
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by
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on 2004-12-30 00:00:00
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BibTeX
Accelerating screening of 3D protein data with a graph theoretical approach.
Cornelius
Frömmel
and Christoph
Gille
and Andrean
Goede
and Clemens
Gröpl
and Stefan
Hougardy
and Till
Nierhoff
and Robert
Preissner
and Martin
Thimm
Bioinformatics
19
2442-2447 (2003)
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by
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on 2004-02-19 00:00:00
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A Heuristic for the Stacker Crane Problem on Trees Which Is Almost Surely Exact.
Amin
Coja-Oghlan
and Sven Oliver
Krumke
and Till
Nierhoff
ISAAC
605-614 (2003)
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on 2004-01-16 00:00:00
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A Tight Bound on the Irregularity Strength of Graphs.
Till
Nierhoff
SIAM J. Discrete Math.
13
313-323 (2000)
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on 2003-11-27 00:00:00
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Steiner trees in uniformly quasi-bipartite graphs.
Clemens
Gröpl
and Stefan
Hougardy
and Till
Nierhoff
and Hans Jürgen
Prömel
Inf. Process. Lett.
83
195-200 (2002)
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on 2003-11-20 00:00:00
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