Searching for authors named "Till Tantau" – sorted by Relevance.
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User’s Guide to the Beamer Class, Version 3.01
- User’s Guide to the Beamer Class, Version 3.01 http://latex-beamer.sourceforge.net Till Tantau
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Generalizations of the Hartmanis–Immerman–Sewelson Theorem and Applications to Infinite Subsets of P-Selective Sets
- of the Hartmanis–Immerman–Sewelson Theorem and Applications to Infinite Subsets of P-Selective Sets Till Tantau
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User’s Guide to the Beamer Class, Version 2.21
- User’s Guide to the Beamer Class, Version 2.21 http://latex-beamer.sourceforge.net Till Tantau
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On the Reducibility of Sets Inside NP to Sets with Low Information Content
- Science University of Rochester Rochester, NY 14627, USA ogihara@(email omitted); Till Tantau y Fakult
- Cited by 2 (1 self) – Add To MetaCart
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Computational complexity of perfect-phylogeny-related haplotyping problems
- @(email omitted); Till Tantau Institut für Theoretische Informatik Universität zu Lübeck D-23538 Lübeck, Germany tantau
- Cited by 1 (1 self) – Add To MetaCart
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Perfect path phylogeny haplotyping with missing data is fixed-parameter tractable
- with Missing Data is Fixed-Parameter Tractable Jens Gramm ⋆ , Till Nierhoff ⋆ , and Till Tantau ⋆ International
- Cited by 5 (2 self) – Add To MetaCart
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Haplotyping with missing data via perfect path phylogenies. Discrete Applied Mathematics
- Till Tantau 1,2,∗ Institut für Theoretische Informatik, Univeristät zu Lübeck, Germany Computational
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Influence of Tree Topology Restrictions on the Complexity of Haplotyping with Missing Data
- Elberfeld Ilka Schnoor Till Tantau Institut für Theoretische Informatik Universität zu Lübeck D-23538 Lübeck
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On the Complexity of SNP Block Partitioning Under the Perfect Phylogeny Model
- , Tzvika Hartman 2 , Till Nierhoff 3 , Roded Sharan 4 , and Till Tantau 5 1 Wilhelm-Schickard-Institut für
- Cited by 2 (2 self) – Add To MetaCart
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Complexity of the Undirected Radius and Diameter Problems for Succinctly Represented Graphs
- Complexity of the Undirected Radius and Diameter Problems for Succinctly Represented Graphs Till
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