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This project will use mathematical modelling and computer simulations to understand the dynamic… Mathematical Biology, Collective behaviour of cells, Tissue modelling, Biomechanics… Mathematical model for growth regulation of fission yeast Schizosaccharomyces pombe… (Dys)Regulating junctional tension: a novel mechanism in tumor cell biology… the structure, morphology of different types of biological tissues. The project will use mathematical… Applied and Computational Mathematics… -1α stabilization and activity. Based on these data and a mathematical model of HIF-1α suppression…
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proteins and filaments, and, based on it, derive a fluid-type mean-field mathematical model, which… Cell Biology, Collective Behaviour, Multi-scale Modelling, mechanobiology of cells and tissues… How do cells move? Mathematical modeling of cytoskeleton dynamics and cell migration… Mechano-biological regulation of immune cell cytotoxicity (applied/computational mathematics, data science)… of stochastic partial differential equations and formal mathematical (asymptotic) analysis as well as… Mathematical and Computational Biology… I studied Technical Mathematics at the Vienna University of Technology. I also earned a Master's… A mathematical model in one dimension for a non-sarcomeric actomyosin bundle featuring anti…
I studied Technical Mathematics at the Vienna University of Technology. I also earned a Master's degree in Law and I finished the first ("non-clinical") part of Medical Studies at the University of Vienna. I earned my PhD in Applied Mathematics at the University of Vienna in 2007. My PhD advisor was …
Biological systems integrate a multitude of processes on various spatial and temporal scales. The output of biological processes is typically robust to a range of random perturbations. Mathematics is an outstanding tool to investigate such cooperative mechanisms on the molecular level which can hard …
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application scope of the Cross-Entropy method by focusing on applications in Computational Biology where… Data science and machine learning: Mathematical and statistical methods… New-generation parallel-computing cluster for the mathematical and physical sciences… of Mathematics and Statistics at the School of Mathematics and Physics of the University of… mathematical statistics as well as the key optimization concepts and techniques that are relevant…
Dirk Kroese's research interests are in: Monte Carlo methods, rare-event simulation, the cross-entropy method, applied probability, and randomised optimisation.
Dirk Kroese is a professor of Mathematics and Statistics at the School of Mathematics and Physics of the University of Queensland. He has …
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Partially Observable Markov Decision Processes (POMDPs) provide a general mathematical framework… Mathematical Models… Mathematical models of environmental problems often demand understanding of complex dynamics and… Jerzy Filar is Emeritus Professor of Applied Mathematics. Jerzy is a broadly trained applied… perturbations, which involve adjustments in flight schedules, aircraft, and crew. The mathematical…
Jerzy Filar is Emeritus Professor of Applied Mathematics. Jerzy is a broadly trained applied mathematician with research interests spanning a spectrum of both theoretical and applied topics in Operations Research, Stochastic Modelling, Optimisation, Game Theory and Environmental Modelling. Professor …
In his last role as CARM Director, Professor Filar and the team are partnered with Queensland’s Department of Agriculture and Fisheries (DAF) to equip their stock assessments with the very latest statistical and mathematical modelling methodologies to support the Sustainable Fisheries Strategy. As …
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Multivalency is a key feature of molecular interaction in biology, underlying the high specificity… spectroscopy in molecular biology, with the aim of increasing the utility of the technique itself… theory is complex and requires some familiarity with advanced mathematical concepts to fully…
Professor Mobli is a structural biologist and a group leader at the University of Queensland's Australian Institute for Bioengineering and Nanotechnology (AIBN). He is well known internationally for his contributions to the basic theory of multidimensional nuclear magnetic resonance and its applicat …
Bioactive peptides have long been recognised as important messengers in cellular communication and are integral to our understanding of basic physiological processes. Their potential as natural substrates for biological receptors has been leveraged successfully in some of the most important therapeu …
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mathematical data science… I am a Senior Lecturer in Mathematical Data Science, at School of Mathematics and Physics, The… properties of the IE from a linear algebraic perspective, provide more precise mathematical proofs…
I am a Senior Lecturer in Mathematical Data Science, at School of Mathematics and Physics, The University of Queensland. I obtained my BSc degree in Mathematics and Applied Mathematics, from Beijing Normal University in 2006. I obtained my MPhil and PhD degrees from City University of Hong Kong in 2 …
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Study of mathematical knots through combinatorics and topology… Grid diagrams with their relatively simple mathematical formalism provide a convenient way to…
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