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Home > Art, Film & Photography > Dynamische Programmierung: Needleman-Wunsch-Algorithmus, Earley-Algorithmus, Hirschberg-Algorithmus, Levenshtein-Distanz, Zuker-Algorithmus
Dynamische Programmierung: Needleman-Wunsch-Algorithmus, Earley-Algorithmus, Hirschberg-Algorithmus, Levenshtein-Distanz, Zuker-Algorithmus

Dynamische Programmierung: Needleman-Wunsch-Algorithmus, Earley-Algorithmus, Hirschberg-Algorithmus, Levenshtein-Distanz, Zuker-Algorithmus


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About the Book

Dieser Inhalt ist eine Zusammensetzung von Artikeln aus der frei verfugbaren Wikipedia-Enzyklopadie. Seiten: 24. Nicht dargestellt. Kapitel: Needleman-Wunsch-Algorithmus, Earley-Algorithmus, Hirschberg-Algorithmus, Levenshtein-Distanz, Zuker-Algorithmus, Baeza-Yates-Gonnet-Algorithmus, Cocke-Younger-Kasami-Algorithmus, Smith-Waterman-Algorithmus, Nussinov-Algorithmus, Rucksackproblem, Viterbi-Algorithmus, Bellman-Algorithmus, Gotoh-Algorithmus, Algorithmus von Floyd und Warshall, Matrix-Kettenmultiplikation, Dynamic-Time-Warping, Optimalitatsprinzip von Bellman, Forward-Algorithmus, Sankoff-Algorithmus, Backward-Algorithmus. Auszug: Der Needleman-Wunsch-Algorithmus ist ein Verfahren der Bioinformatik. Er wird fur den Vergleich zweier Sequenzen (haufig zweier DNA- oder Aminosauresequenzen) genutzt. Hierfur ermittelt er das globale Alignment, d. h. eine Zuordnung der Teilbereiche einer der Sequenzen auf moglichst ahnliche Bereiche der anderen, und eine Bewertung der Gesamtahnlichkeit, den global optimalen Similarity-Score. Er verwendet die Methode der dynamischen Programmierung. Der Needleman-Wunsch-DP-Algorithmus berechnet in einer Matrix fur alle Paare von moglichen Prafixen der Sequenzen a und b den optimalen globalen Similarity-Alignment-Score. Das Element der Matrix enthalt den optimalen Score fur das optimale globale Alignment der Teilsequenz von a und von b. Die Schreibweise entspricht dem i-ten Praefix von a. Wenn m die Sequenzlange von a bzw. n die Sequenzlange von b bezeichnet, dann enthalt die Score-Matrix M Zeilen und Spalten. Der Alignment-Score der vollstandigen Sequenzen ist nach der Ausfuhrung des Algorithmus in enthalten. Die Score-Matrix wird rekurrent berechnet. Fur das Element (i, j) der Matrix M wird uber drei Falle maximiert. Die Erweiterung des bisherigen Alignments der Sequenzen und um ein Match bzw. Mis-Match, entspricht der Addition des zuvor berechneten Scores aus und der Kosten fur die Ersetzung von zu . Die Erweiterung eines schon berec..


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Product Details
  • ISBN-13: 9781158941605
  • Publisher: Books LLC, Wiki Series
  • Publisher Imprint: Books LLC, Wiki Series
  • Height: 246 mm
  • No of Pages: 26
  • Spine Width: 1 mm
  • Weight: 68 gr
  • ISBN-10: 1158941609
  • Publisher Date: 09 Oct 2011
  • Binding: Paperback
  • Language: German
  • Returnable: N
  • Sub Title: Needleman-Wunsch-Algorithmus, Earley-Algorithmus, Hirschberg-Algorithmus, Levenshtein-Distanz, Zuker-Algorithmus
  • Width: 189 mm


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