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PMID: 17868189 Published · ppublish English Journal Article Research Support, Non-U.S. Gov't

Modelling dynamic processes in yeast.

Yeast (Chichester, England) ·Vol. 24 ·No. 11 ·2007-11-00 ·Pages 943-59

Klipp E

Abstract

Yeast molecular and cell biology has accumulated large amounts of qualitative and quantitative data of diverse cellular processes. The results are often summarized as verbal or graphical descriptions. Moreover, a series of mathematical models has been developed that should help to interpret such data, to integrate them into a coherent picture and to allow for an understanding of the underlying processes. Dynamic modelling of regulatory processes in yeast focuses on central carbon metabolism, on a number of selected signalling pathways and on cell cycle regulation. These models can explain questions of general relevance, such as whether the dynamics of a network can be understood from the combination of in vitro kinetics of its individual reactions. They help to elucidate complicated dynamic features, such as glycolytic oscillations, effects of feedback regulation or the optimal regulation of gene expression. The availability of comprehensive qualitative information, such as protein interactions or pathway composition, and sets of quantitative data make yeast a perfect model organism. Therefore, yeast-related data are often used to develop and examine computational approaches and modelling methods.

MeSH Terms
Computational Biology/instrumentation,methods Gene Expression Regulation, Fungal/physiology Genes, Fungal Models, Biological Models, Statistical Osmotic Pressure Protein Interaction Mapping/methods Saccharomyces cerevisiae/physiology
Authors & Affiliations
1 authors, click to expand affiliations / ORCID
Klipp Edda
Max Planck Institute for Molecular Genetics, Computational Systems Biology, Ihnestrasse 63-73, 14195 Berlin, Germany. [email protected]
Article Info
Journal
Yeast (Chichester, England)
Abbr.
Yeast
ISSN
0749-503X
Published
2007-11-00
Pages
943-59
Language
English
Region
England
NLM ID
8607637
Subset
IM
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