COMPUTATIONAL MODELING AND SIMULATION AS ENABLERS FOR BIOLOGICAL DISCOVERY 165
Box 5.12
Examples of Intersection Between Structurally and Functionally Integrated Models
There are a number of examples of intersection between structurally and functionally integrated models,
including the following:
- Linkage of biochemical networks and spatially coupled processes, such as calcium diffusion in structurally
based models of cell biophysics;^1 - Use of physicochemical constraints to optimize genomic systems models of cell metabolism;^2
- Integration of genomic or cellular system models into multicellular network models of memory and learn-
ing,^3 developmental pattern formation,^4 or action potential propagation;^5 - Integration of structure-based predictions of protein function into systems models of molecular networks;
- Development of kinetic models of cell signaling and coupling them to physiological targets such as energy
metabolism, ionic currents or cell motility;^6 - Use of empirical constraints to optimize protein folding predictions;^7 and
- Integration of systems models of cell dynamics into continuum models of tissue and organ physiology.^8
(^1) L.M. Loew, “The Virtual Cell Project,” Novartis Foundation Symposium 247:151-161, 2002; L.M. Loew and J.C. Schaff, “The Virtual Cell:
A Software Environment for Computational Cell Biology,” Trends in Biotechnology 19(10):401-406, 2001.
(^2) B.O. Palsson, “What Lies Beyond Bioinformatics?” Nature Biotechnology 15:3-4, 1997; C.H. Schilling, J.S. Edwards, D. Letscher, and
B.O. Palsson, “Combining Pathway Analysis with Flux Balance Analysis for the Comprehensive Study of Metabolic Systems,” Biotechnology
and Bioengineering 71(4):286-306, 2000-2001.
(^3) D. Durstewitz, J.K. Seamans, and T.J. Sejnowski, “Neurocomputational Models of Working Memory,” Nature Neuroscience
3(Supplement):S1184-S1191, 2000; P.H. Tiesinga, J.M. Fellous, J.V. Jose, and T.J. Sejnowski, “Information Transfer in Entrained Cortical
Neurons,” Network: Computation in Neural Systems 13(1):41-66, 2002.
(^4) E.H. Davison, J.P. Rast, P. Oliveri, A. Ransick, C. Calestani, C.H. Yuh, T. Minokawa, et al., “A Genomic Regulatory Network for
Development,” Science 295(5560):1669-1678, 2002.
(^5) R.M. Shaw and Y. Rudy, “Electrophysiologic Effects of Acute Myocardial Ischemia: A Mechanistic Investigation of Action Potential
Conduction and Conduction Failure,” Circulation Research 80(1):124-138, 1997.
(^6) J.M. Levin, R.C. Penland, A.T. Stamps, and C.R. Cho, “Using in Silico Biology to Facilitate Drug Development.,” in Novartis Foundation
Symposium 247: 222-238, 2002.
(^7) L. Salwinski and D. Eisenberg, “Motif-based Fold Assignment,” Protein Science 10(12):2460-2469, 2001.
(^8) R.L. Winslow, D.F. Scollan, A. Holmes, C.K. Yung, J. Zhang, M.S. Jafri, “Electrophysiological Modeling of Cardiac Ventricular Function:
From Cell to Organ,” Annual Reviews of Biomedical Engineering 2: 119-155, 2002; N.P. Smith, P.J. Mulquiney, M.P. Nash, C.P. Bradley,
D.P. Nickerson, and P.J. Hunter, “Mathematical Modelling of the Heart: Cell to Organ,” Chaos, Solitons and Fractals 13:1613-1621, 2002.
SOURCE: A.D. McCulloch and G. Huber, “Integrative Biological Modelling in Silico,” pp. 4-19 in ‘In Silico’ Simulation of Biological
Processes No. 247, Novartis Foundation Symposium, G. Bock and J.A. Goode, eds., John Wiley & Sons Ltd., Chichester, UK, 2002.
Reproduced with permission from John Wiley & Sons Ltd.
(^1) F.J. Vetterand A.D. McCulloch, “Three-dimensional Analysis of Regional Cardiac Function: A Model of Rabbit Ventricular Anatomy,”
Progress in Biophysics and Molecular Biology 69(2-3):157-183, 1998.
(^2) K. May-Newman and A.D. McCulloch, “Homogenization Modelling for the Mechanics of Perfused Myocardium,” Progress in Biophysics
and Molecular Biology 69(2-3):463-481, 1998.
(^3) T.P. Usyk, J.H. Omens, and A.D. McCulloch, “Regional Septal Dysfunction in a Three-dimensional Computational Model of Focal
Myofiber Disarray,” American Journal of Physiology 281(2):H506-H514, 2001.
(^4) L.J. Leon and F.A. Roberge, “Directional Characteristics of Action Potential Propagation in Cardiac Muscle: A Model Study,” Circulation
Research 69: 378-395, 1991.
SOURCE: Adapted from A.D. McCulloch and G. Huber, “Integrative Biological Modelling in Silico,” pp. 4-25 in ‘In Silico’ Simulation of
Biological Processes No. 247, Novartis Foundation Symposium, G. Bock and J.A. Goode, eds., John Wiley & Sons Ltd., Chichester, UK,
2002.