Ressource pédagogique : 1.10. Overlapping sliding window

We have made some drawings along a genomic sequence. And we have seen that although the algorithm is quite simple, even if some points of the algorithmare bit trickier than the others, we were able to produce an interesting result that is a prediction of the origin of replication of bacterial genome...
cours / présentation - Date de création : 05-02-2015
Auteur(s) : Francois RECHENMANN
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Présentation de: 1.10. Overlapping sliding window

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Anglais
Type pédagogique : cours / présentation
Niveau : licence, master
Durée d'exécution : 7 minutes 30 secondes
Contenu : image en mouvement
Document : video/mp4
Taille : 163.33 Mo
Droits : libre de droits, gratuit
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Description de la ressource pédagogique

Description (résumé)

We have made some drawings along a genomic sequence. And we have seen that although the algorithm is quite simple, even if some points of the algorithmare bit trickier than the others, we were able to produce an interesting result that is a prediction of the origin of replication of bacterial genomes. We have seen also that it may work for a large part of bacterial genomes but for some of them it doesn't work and this is the real life of bio informaticians. We have to deal with that. But, our algorithm was very visual. Now, we want to have a more quantitative approach to make apparent the bias in G, C or A, T and so on. Not only on the visual basis buton a more quantitative basis. Let's see how we can do that. We will change the algorithm a little bit. We are already familiar withthe notion of window. So, we know how to compute nucleotidefrequencies in a sliding window. Frequencies or number ofoccurrences, it's the same thing. So, what we will do is this newversion of the algorithm is we have a window onthe genomic sequence. On this window, we are able to compute the number of G and C. This should be very easy for you right now.

"Domaine(s)" et indice(s) Dewey

  • biologie application informatique (570.285)

Thème(s)

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AUTEUR(S)

  • Francois RECHENMANN

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  • Identifiant de la fiche
    35047
  • Identifiant
    oai:canal-u.fr:35047
  • Schéma de la métadonnée
  • Entrepôt d'origine
    Canal-u.fr