The Nematode Caenorhabditis elegans is one of the best studied animal model organisms in Biology. Once the oocyte has been fertilized, it develops in with an invariant pattern of cell divisions (cell lineage) into an animal consisting of exactly 959 cells with a fixed body plan. Moreover, the development of the Caenorhabditis elegans embryo can be followed at single cell resolution while the dynamic changes in gene expression are observed in real time. We will present our efforts to create the first whole embryo computational model that incorporates the current knowledge about the genetic network controlling cellular differentiation. We are using a simple syntax to describe the cell-cell interactions that give each cell in the developing embryo its specific identity. Furthermore, we are using lineage simulations to test the effects of different perturbations on the cell division pattern. Computational modeling may be used to predict how environmental changes affect a developing embryo.
Monday, August 10th, 2015
No abstract available.
Tuesday, August 11th, 2015
No abstract available.
Population level measurements are not always informative about the underlying molecular structure of biological networks. Therefore the biology of single cells is essential for understanding how cells work and ultimately indispensable for building correct mathematical models. Using bacteria as an example, I will discuss the insights that one can gain using modern technologies that probe gene expression of single cells in real time.
No abstract available.
Wednesday, August 12th, 2015
No abstract available.
Rule-based modeling (RBM) is a paradigm for describing combinatorially complex stochastic processes with an underlying network structure through a finite set of rewrite rules. In this talk, I will give an overview of RBM -- illustrating how it can been used to model biological process in particular -- and present some recent work on generating rate-equations and ODEs tracking higher order statistics from a large class of rule-based systems.
Thursday, August 13th, 2015
The study of molecular networks has been central to providing important insight into the nature of cellular mechanisms and their role in diseases and evolutionary processes. As well as assisting in biological advances, rigorous understanding of molecular networks is also needed when designing molecular-scale synthetic devices and nanorobots, for which a wide range of promising applications, from biosensors to smart therapeutics, have been envisaged. The inherent stochasticity of molecular networks necessitates probabilistic modelling, and to this end probabilistic verification techniques have been added to the repertoire of stochastic analysis methods, enabling the use of temporal logic to explore the network dynamics. This lecture will give an overview of how probabilistic modelling and verification techniques have been used to advance scientific discovery through predictive modelling carried out alongside experiments for molecular signalling pathways, and how this technology is being transferred to support the design processes at the nanoscale, including guiding assembly pathways of DNA origami, debugging of DNA logic circuits and ensuring reliability of computation with molecular walkers. Future research challenges in the field will also be discussed.
In this talk I argue that progress in Biology requires, among other things, a more modern approach to modeling and analysis of dynamical models. Such models should not be restricted to classical dynamical systems but also involve concepts and ideas from discrete-event dynamical systems (automata) and hybrid (discrete-continuous) systems. I will present some recent techniques for exploring the dynamics of under-determined systems, that is, systems that admit uncertainty in initial conditions, parameters and environmental conditions. These techniques, inspired by formal verification, can be used to assess the robustness of proposed models and increase our confidence in their plausibility.
Abstract: Computational and mathematical approaches when combined with experimentation can provide unique insights into mechanisms driving immunity to pathogens and formation of inflammatory and autoimmune pathology. Immune responses occur in specialised microenvironments where stochastic interactions between different immune cells and secreted factors (cytokines/chemokines), lead to the emergence of immune responses. These processes can be simulated using multiscale agent based models reproducing spatial and temporal aspects of the biology. In this talk I will discuss the modelling process, using principles from systems engineering to develop transparent models using a suite of argumentation, statistical analysis and visualisation tools. These tools permits both parameterisation of complex models and effective communication between experimental biologists and software engineers. As an experimental immunologist my research focuses is on how immune microenvironments are established, how they remodel during infection and how cellular interactions drive immune responses. In this talk I will discuss two examples where we have used a cyclical approach of hypothesis driven multi-scale agent based model with experimentation to develop new insights into immune tissue development and emergence of autoimmune disease pathology.
Select recent publications:
Using argument notation to engineer biological simulations with increased confidence. K.Alden, P.S.Andrews, F.A.C.Polack, H.Veiga-Fernandes, M.C.Coles, J.Timmis. Journal of the Royal Society Interface. doi: 10.1098/rsif.2014.1059
Determining Disease Intervention Strategies Using Spatially Resolved Simulations. M. Read, P. Andrews, J. Timmis, R. Williams, R. Greaves, H. Sheng, M. Coles and V. Kumar. PLoS ONE 8(11): e80506. doi:10.1371/journal.pone.
SPARTAN: A Comprehensive Tool for Understanding Uncertainty in Simulations of Biological Systems. K. Alden, M. Read, J. Timmis, P.S. Andrews, H. Veiga-Fernandes, M.C. Coles. PLoS Comput Biol 9(2): e1002916. doi:10.1371/journal.pcbi.
Differential RET signaling responses orchestrate lymphoid and nervous enteric system development. A. Patel, N. Harker, L. Moreira-Santos, M. Ferreira, K. Alden, J. Timmis, K. Foster, A. Garefalaki, P. Pachnis, P.S. Andrews, H. Enomoto, J. Milbrandt, V. Pachnis, M.C. Coles, D. Kioussis, H. Veiga-Fernandes. Science Signalling, Volume 5, Issue 235. doi: 10.1126/scisignal.2002734
Pairing experimentation and computational modelling to understand the role of tissue inducer cells in the development of lymphoid organs. K. Alden, J. Timmis, P.S. Andrews, H. Veiga-Fernandes, M.C Coles. Frontiers in Immunology. Volume 3:172. doi: doi: 10.3389/fimmu.2012.00172.
One of the greatest challenges in systems biology is the prediction and control of abnormal cardiac behaviour in humans. The dimension of this challenge can be better appreciated if one considers that five billion cells synchronise within a very intricate electrical, mechanical, and vascular system, in order to jointly achieve what is commonly known as a heart beat, pumping the blood through the entire organism. Modelling, analysis and control of this multi-scale system is a multidisciplinary activity, requiring the interaction between physicians, biologists, physicists, engineers and computer scientists. Two common themes of this joint activity are abstraction and composition. The first allows to ignore the aspects of a system which are irrelevant for a particular question. The second allows to divide and conquer the complexity of a system. In this talk I will revise the cardiac abstractions and composition-techniques developed so far, review their strengths and weaknesses, and give a short outlook for the future work
Protein networks have become the workhorse of biological research in recent years, providing mechanistic explanations for basic cellular processes in health and disease. However, these explanations remain topological in nature as the underlying logic of these networks is to the most part unknown. In this talk I will describe the work in my group toward the automated learning of the Boolean rules that govern network behavior under varying conditions. I will highlight the algorithmic problems involved and demonstrate how they can be tackled using integer linear programming techniques.
For several years, we have been investigating the hypothesis that some biological control systems, such as that of the cell cycle, can be modeled as asynchronous circuits. Most digital systems are synchronous, meaning that there is a regular global clock that keeps everything in time. Asynchronous circuts are an alternative style digital circuit where individual components are assumed to react after arbitrary delays. It is unlikely that cells have a global clock to control timing, and so, if they are digital, they must be more like asynchronous than synchronous circuits.
However, we have recently observed discrepancies between our digital models and the actual behavior of bacterial cells in experiments. In several cases, the model predicts that knocking out a key signal would halt the cell cycle at a particular stage, but, in experiments, the cell cycle is temporarily suspended and then resumes. This behavior is interesting because it makes cells robust to inactivation or deletion of key genes.
One explanation for this behavior is that the digital abstraction breaks down because "false" is not quite false. Transcription sometimes continues at low levels, leading to slow buildup of a transcription factor which, under normal circumstances, has no effect, but, when the cell cycle is abnormally halted, can result in resumption of a stalled process. This effect can occur in both continuous and stochastic models.