University of Aix-Marseille II (ESIL-GBMA),
13, Av. de Luminy, Marseille 13288, France
title: Computational integration,
analysis, and simulation of genetic regulatory networks.
As molecular data about gene
structure, expression and regulation are accumulating at an ever
increasing pace, it becomes urgent to develop appropriate methods to
check our understanding of the global dynamics of gene expression.
Indeed, specific patterns of gene expression result from complex
regulatory networks, involving many regulations at various levels.
Such regulatory networks can be represented in terms of graphs of
interactions and thus analysed with the help of graph-theoretical
tools and concepts. However, we do need additional formal tools to
represent, analyse, and simulate the dynamical properties of the
corresponding networks. As most data presently available are of
qualitative nature, we use a "logical" formalism to distinguish
discrete levels of gene expression (using logical variables and
functions which can take two or more values) and to evaluate gene
interactions (using logical parameters). The flexibility and power of
our logical formalism is illustrated by the modelling and the
analysis of the gap gene network involved in Drosophila melanogaster
segmentation. The gap genes are expressed in defined domains along
the anterior-posterior axis of the embryo, as a response to
asymmetric maternal information in the oocyte. Though many of the
individual interactions among maternal and gap genes are reasonably
well understood, we still lack a thorough understanding of the
dynamic behaviour of the system as a whole. Developed in
collaboration with Lucas Sánchez (CIB, Spain), our model
analysis leads to the delineation of: (1) the minimal number of
distinct, qualitative, functional levels associated with each of the
key regulatory factors (the three maternal Bcd, Hb and Cad products,
and the four gap Gt, Hb, Kr and Kni products); (2) the most crucial
interactions and regulatory circuits of the earliest stages of the
segmentation process; (3) the ordering of different regulatory
interactions governed by each of these products according to
corresponding concentration scales; and (4) the role of gap-gene
cross-interactions in the transformation of graded maternal
information into discrete gap-gene expression domains. Not only does
the proposed model allow a qualitative reproduction of the patterns
of gene expression experimentally characterised, but it allows also
the qualitative simulation and prediction of the phenotypes of single
and multiple loss-of-function mutations, of cis-regulatory mutations,
as well as of ectopic gap gene expression.
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