Queueing Theory is a vibrant research area, at the interface of Applied Probability and Stochastic Operations Research. It is concerned with resource contention in service systems, as well as the resulting congestion dynamics, with probability theory being the main analytic tool. Time and again, performance questions in areas like computer-communications,…

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The aim of this workshop is to bring together two scientific communities operating at the intersection of Applied Mathematics and Theoretical Physics. The former consists of researchers focused on “pattern formation” in several contexts (e.g., cellular automata, Turing patterns, etc.), while the latter includes those working on “pattern recognition” (e.g.,…

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Geometrically constrained stochastic processes are commonly used as models in image processing and shape analysis, chemistry, robotics, and fluid dynamics. The construction, analysis, and simulation of such models involve the application of techniques and insights in probability and statistics, stochastic analysis, geometry, and numerical methods. The goal of this workshop…

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