====== Genome Informatics Research Seminar ====== \\ | 392188 |Feijão / Stoye | Winter 2013/14 | Thursday 16-18 in U10-146 | [[https://ekvv.uni-bielefeld.de/kvv_publ/publ/vd?id=37774775|ekvv]] | ===== Course Description ===== In this seminar, current topics of the Genome Informatics research group are presented. (In dieser Veranstaltung wird in Vorträgen über aktuelle Themen aus der Forschung der Arbeitsgruppe Genominformatik berichtet.) ===== Schedule ===== | **Date** | **Topic** | **Name** | | 10.10.2013 | Organization of the seminar | Pedro Feijao / Jens Stoye | | 10.10.2013 | On the Inversion-indel Distance | Eyla Willing | | 17.10.2013 | (Recomb-cg 2013) | --- | | 24.10.2013 | Recent Results in Computational Metabolomics | Nils Hoffmann | | 31.10.2013 | --- | --- | | 07.11.2013 | --- | --- | | 14.11.2013 | Restricted DCJ-Indel Model Revisited | Jens Stoye | | 21.11.2013 | Next Generation Immunomics Spectratyping | Pina Krell | | 28.11.2013 | (DiDy Retreat) | --- | | 05.12.2013 | (Bielefeld blowing away) | --- | | 12.12.2013 | (Jens away) | --- | | 19.12.2013 | BBH-LS enhanced, An algorithm for computing positional homologs | Omar Castillo | | **07.01.2014\\16 c.t.** | Genomic profiling of cancer: From high-throughput sequencing to functional annotation of rearrangements | Tanja Drüke | | 09.01.2014 | (Henner sick) | --- | | 16.01.2014 | Power strings and their synonyms | Katharina Jahn and Daniel Dörr | | 23.01.2014 | DCJ Family-Free | J Stoye, M Braga, P Feijao, F Martinez | | 30.01.2014 | Biological data integration by using a flexible data warehouse -- Andrea. \\ The Vesicle Builder: a plug-in for the generation of vesicle models -- Beatrice | Andrea Biolo / Beatrice Giuliari | | 06.02.2014 | News about THE challenge | Guillaume Holley | | later | Num[i,j] Revisited - Efficient data representation by interlinked trees | Henner Sudek | | later | t.b.a. | Annelyse Thévenin | ===== Abstracts: ===== **Num[i,j] Revisited - Efficient data representation by interlinked trees**\\ //Henner Sudek// In recent years a data structure called Num[i,j] which contains the number of different characters that occur in the substring S[i,j] of a string S has been used in several applications. However the naive way to implement this data structure uses quadratic space. We will first show how to reduce the space by using a succinct data structure for answering a partial sum query on a bit- vector. Then we will show how to get to near linear space using interlinked trees. Back to [[:teaching|Teaching]]