By Adrian-Horia Dediu, Carlos Martín-Vide, Bianca Truthe (eds.)
This ebook constitutes the refereed court cases of the 1st overseas convention, AlCoB 2014, held in July 2014 in Tarragona, Spain.
The 20 revised complete papers have been rigorously reviewed and chosen from 39 submissions. The scope of AlCoB contains issues of both theoretical or utilized curiosity, specifically: certain series research, approximate series research, pairwise series alignment, a number of series alignment, series meeting, genome rearrangement, regulatory motif discovering, phylogeny reconstruction, phylogeny comparability, constitution prediction, proteomics: molecular pathways, interplay networks, transcriptomics: splicing versions, isoform inference and quantification, differential research, next-generation sequencing: inhabitants genomics, metagenomics, metatranscriptomics, microbiome research, platforms biology.
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Extra info for Algorithms for Computational Biology: First International Conference, AlCoB 2014, Tarragona, Spain, July 1-3, 2014, Proceedigns
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000 points, this is roughly 10 years for the serial version and one year for the parallel version. Furthermore, we show the eﬀect of our naive parallelization in Figure 1. Parallelization pays oﬀ, especially in the ﬁrst phase when all pairs of distances are computed. The eﬀect of the parallelization is hampered by the trivial parallelization and the therefore resulting communication overhead. With our machine, we save a factor of 2-3 with our naive parallelization. We evaluated the inﬂuence of the size of the priority queue on the running time and the space requirement (see Table 1).
We want to minimize D(c1 , c2 ) := minx∈c1,y∈c2 d(x, y), where c1 and c2 are two clusters, given as sets of points, and d is the given distance measure on individual points. Single-linkage clustering allows for highly eﬃcient algorithms, such as the classic SLINK-algorithm , but the structure of the resulting clusters is unsuitable for many applications: Single linkage clustering often leads to long chains of clusters which have large diameters. , D(c1 , c2 ) := maxx∈c1 ,y∈c2 d(x, y) Complete linkage avoids the building-up of long cluster chains that are often problematic in single linkage clustering.
Algorithms for Computational Biology: First International Conference, AlCoB 2014, Tarragona, Spain, July 1-3, 2014, Proceedigns by Adrian-Horia Dediu, Carlos Martín-Vide, Bianca Truthe (eds.)