Results 31 to 40 of about 1,350 (116)
Sorting by Weighted Reversals, Transpositions, and Inverted Transpositions [PDF]
During evolution, genomes are subject to genome rearrangements that alter the ordering and orientation of genes on the chromosomes. If a genome consists of a single chromosome (like mitochondrial, chloroplast, or bacterial genomes), the biologically relevant genome rearrangements are (1) inversions--also called reversals--where a section of the genome ...
Martin Bader, Enno Ohlebusch
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(1+ε)-Approximation of Sorting by Reversals and Transpositions
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Sorting by Restricted-Length-Weighted Reversals
Abstract Classical sorting by reversals uses the unit-cost model, that is, each reversal consumes an equal cost. This model limits the biological meaning of sorting by reversal. Bender and his colleagues extended it by assigning a cost function f(l) = lα for all α ≥ 0, where l is the length of the reversed subsequence.
Nguyen, Thach Cam +2 more
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Genomic sorting with length-weighted reversals.
Current algorithmic studies of genome rearrangement ignore the length of reversals (or inversions); rather, they only count their number. We introduce a new cost model in which the lengths of the reversed sequences play a role, allowing more flexibility in accounting for mutation phenomena.
Pinter, Ron Y., Skiena, Steven
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Quantum routing with fast reversals. [PDF]
Bapat A +5 more
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Spatial richness of neural magnetic fields. [PDF]
Ali Z, Poon ASY.
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Approximation algorithm for rearrangement distances considering repeated genes and intergenic regions. [PDF]
Siqueira G +3 more
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Orbitofrontal-Hippocampal State Coding Dynamics during Reversal Learning. [PDF]
Sanchez AN +3 more
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Temporal dynamics of cognitive functioning in people with Parkinson's disease. [PDF]
Scharfenberg D +17 more
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Subdomains of executive function correlate with accuracy on a change detection task. [PDF]
Norman A +3 more
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