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Issue No.02 - March-April (2013 vol.10)
pp: 308-309
Published by the IEEE Computer Society
Francois Fages , Inria Paris-Rocquencourt, Le Chesnay, France
Sylvain Soliman , Inria Paris-Rocquencourt, Le Chesnay, France
ABSTRACT
This special section contains the second series of journal articles made from a selection of papers presented at the Ninth International Conference on Computational Methods in Systems Biology, CMSB 2011. CMSB is an annual series of conferences, initiated in 2003, on the design of computational methods for modeling and analyzing biological systems, networks, data, and on their applications to study cases. This issue contains the second part which is composed of three papers.“The Propagation Approach for Computing Biochemical Reaction Networks” by Thomas A. Henzinger and Maria Mateescu revisits the chemical master equation, the rate equation and a combination of both, with the concepts of propagation models and propagation data type for abstracting from the further implementation choices made in simulators.“Curvature Analysis of Cardiac Excitation Wavefronts” by Abhishek Murthy, Ezio Bartocci, Flavio H. Fenton, James Glimm, Richard A. Gray, Elizabeth M. Cherry, Scott A. Smolka, and Radu Grosu, which describes a parallel curvature analysis algorithm of cardiac excitation wavefronts.The last paper, “Multiscale Modeling and Analysis of Planar Cell Polarity in the Drosophila Wing,” by Qian Gao, David Gilbert, Monika Heiner, Fei Liu, Daniele Maccagnola, and David Tree proposes the use of Hierarchically Colored Petri Nets to develop models of tissues at different spatial scales.
This special section contains the second series of journal articles made from a selection of papers presented at the Ninth International Conference on Computational Methods in Systems Biology, CMSB 2011, held in cooperation with the ACM SIG Bioinformatics, at Institut Henri Poincaré, Paris, France, on 21-23 September 2011.
CMSB is an annual series of conferences, initiated in 2003, on the design of computational methods for modeling and analyzing biological systems, networks, data, and on their applications to study cases. The conference brings together computer scientists, biologists, mathematicians, engineers, and physicists interested in a system-level understanding of biological processes, their control by experimental or therapeutic means, or even their design or optimization by synthetic biology means.
The selection of CMSB 2011 is composed of eight papers, the first part of which has been published in TCBB, September/October 2012. This issue contains the second part which is composed of three papers.
The importance of noise in biomolecular systems has drained considerable interest for stochastic models in systems biology. However, stochastic simulations and Markov chain numerical methods are still computationally very expensive when compared to numerical methods for deterministic models. “The Propagation Approach for Computing Biochemical Reaction Networks” by Thomas A. Henzinger and Maria Mateescu revisits the chemical master equation, the rate equation and a combination of both, with the concepts of propagation models and propagation data type for abstracting from the further implementation choices made in simulators. This allows for threshold abstractions, deterministic approximations and hybrid analyses with better performance.
Such theoretical advances from the computer-aided verification community can also sometimes be coupled with technological developments from parallel computing, such as in the graphics processing community, to set the stage for fast simulation, powerful analysis, and accurate prediction of complex biological processes. This is nicely illustrated in “Curvature Analysis of Cardiac Excitation Wavefronts” by Abhishek Murthy, Ezio Bartocci, Flavio H. Fenton, James Glimm, Richard A. Gray, Elizabeth M. Cherry, Scott A. Smolka, and Radu Grosu, which describes a parallel curvature analysis algorithm of cardiac excitation wavefronts. Given a series of frames generated by simulation or optical mapping, the algorithm running on a Graphical Processing Unit produces a curvature-based signature of waves and spirals which can be used for classifying and detecting different forms of arrythmias.
Multiscale modeling is another crucial topic in systems biology for managing the complexity of biological processes in multicellular organisms. “Multiscale Modeling and Analysis of Planar Cell Polarity in the Drosophila Wing” by Qian Gao, David Gilbert, Monika Heiner, Fei Liu, Daniele Maccagnola, and David Tree proposes the use of Hierarchically Colored Petri Nets to develop models of tissues at different spatial scales. This is illustrated by a model of planar cell polarity signaling in an hexagonal grid of drosophilia wing cells, and by the use of computer-aided verification methods to validate the model with respect to well-known gene mutations.
As guest editors of this special section, we would like to take the opportunity to thank the reviewers who did a very good job improving the quality of the papers by their constructive criticisms. We would also like to thank the sponsors of CMSB 2011 without who this kind of event would not be possible.
François Fages
Sylvain Soliman
Guest Editors

    The authors are with Inria Paris-Rocquencourt, BP 105, 78153 Le Chesnay Cedex, France. E-mail: {francois.fages, sylvain.soliman}@inria.fr.

For information on obtaining reprints of this article, please send e-mail to: tcbb@computer.org.



François Fages received the PhD degree in computational logic in 1983 from the University Pierre and Marie Curie UPMC of Paris, and the habilitation degree in automated deduction from the University Denis Diderot of Paris in 1992. From 1983 to 1999, he held a research position at CNRS at the Ecole Normale Supérieure, ENS Paris, with a part-time associate professorship position at the Ecole Polytechnique from 1985 to 1996, and consultancy at Thomson CSF (now Thales) company from 1985 to 1998. Since 1999, he has been a senior research scientist at Inria Paris-Rocquencourt, where he leads the Contraintes group. His main activity is in the design and application of formal methods in systems biology and constraint-based methods in combinatorial optimization.



Sylvain Soliman received the PhD degree in computer science in 2001 from the University Paris Diderot after graduating from the École Polytechnique in 1996. He worked for one and a half years for a DGA (French DoD) laboratory and was hired as a junior researcher at Inria in 2003, and promoted in 2005. He is responsible for the constraint programming course at Master Parisien de Recherche en Informatique, and is the former secretary of the ERCIM Working Group on Constraints. His research topics include bioinformatics, formal semantics of constraint programming languages, model-checking, and ODE-based biological modeling.
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