Titlebook: Artificial Intelligence and Symbolic Computation; 13th International C Jacques Fleuriot,Dongming Wang,Jacques Calmet Conference proceedings

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What Does Qualitative Spatial Knowledge Tell About Origami Geometric Folds?ariety of geometric problems including those impossible by using Euclidean tools. In this paper, we examine these operations from spatial qualitative point of view, i.e. a common-sense knowledge of the space and the relations between its objects. The qualitative spatial representation of the origami

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Revealing Bistability in Neurological Disorder Models By Solving Parametric Polynomial Systems Geomee, like artificial neural network, has been benefiting from a better understanding of the neuronal network in human brains. In the study of neurons, mathematical modeling plays a vital role. In this paper, we analyze the important phenomenon of bistability in neurological disorders modeled by ordina

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Early Ending in Homotopy Path-Tracking for Real Rootsverge to a real root, which is based on the asymptotic behavior of an angle defined by two points on the homotopy path. The data that the test requires is easily obtained from the points along the curve-following procedure in homotopy methods. The homotopy path-tracking may be sped up if we start th

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Autocorrelation via Runslation profiles. This amounts to solving a system of . quadratic equations over the boolean cube .. We establish and discuss a computational approach to this autocorrelation problems, using the concept of runs. An algorithm is given to solve this problem and its application is illustrated with non-t

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Towards an Automated Geometer top of ., a dynamic geometry system with millions of users at high schools and universities. Our system exploits .’s recently added new functionalities concerning automated reasoning tools in geometry. We emphasize that the method for finding geometric properties that are present on a user-provided

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