Alternative za pretragu:
justifications » justification (Proširi pretragu), notifications (Proširi pretragu)
codification » notification (Proširi pretragu), certification (Proširi pretragu), clarification (Proširi pretragu)
justifications » justification (Proširi pretragu), notifications (Proširi pretragu)
codification » notification (Proširi pretragu), certification (Proširi pretragu), clarification (Proširi pretragu)
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Graph representation of all possible , where <i>A</i><sup> + </sup> is constrained to be an optimal solution for the example in Fig 1.
Izdano 2025Teme: “…solid mathematical justification…”
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82
An instance of the IPP that can be solved by applying the algorithms for the DPP.
Izdano 2025Teme: “…solid mathematical justification…”
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83
A depiction of the labeled gaps constructed by the bottom-up phase on the input shown in Fig 1.
Izdano 2025Teme: “…solid mathematical justification…”
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84
Depiction of how the label of is assigned as a function of whether are identical (row =), nested (rows ), or partially overlapping (row “else”), and as a function of the labels of...
Izdano 2025Teme: “…solid mathematical justification…”
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85
A sequence of intermediate solutions produced by the top-down phase on the input of Fig 1, leading to an optimal solution (step 5).
Izdano 2025Teme: “…solid mathematical justification…”
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Example input of the DPP: a phylogenetic tree T and an alignment A for L(T).
Izdano 2025Teme: “…solid mathematical justification…”
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(Right:) A candidate solution <i>A</i><sup> + </sup> for the example in Fig 1.
Izdano 2025Teme: “…solid mathematical justification…”
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91
Experiment on the two OrthoMaM amino acid alignments datasets. For each dataset, we show the total number of sites with gaps (across 15,868 alignments), and the percentages of thes...
Izdano 2025Teme: “…solid mathematical justification…”
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92
An optimal solution <i>A</i><sup> + </sup> for the example in Fig 1, found following the steps detailed in Fig 4.
Izdano 2025Teme: “…solid mathematical justification…”
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Graph representation of all possible , where <i>A</i><sup> + </sup> is constrained to be an optimal solution for the example in Fig 1.
Izdano 2025Teme: “…solid mathematical justification…”
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An instance of the DPP that provides a solution of the first half of the IPP problem in Fig 8.
Izdano 2025Teme: “…solid mathematical justification…”
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