Titlebook: Wastewater Reuse - Risk Assessment, Decision-Making and Environmental Security; Mohammed K. Zaidi Conference proceedings 20071st edition S

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at computations are correct? In this contribution, relevant notions are discussed and a principle is introduced which allows for checkable proofs which give a choice to see on request two different types of argument. The first type of argument states why any computation of this kind is correct. The

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Makram Anane,Hamadi Kallali,Salah Jellali,Mohamed Ouessarructive mathematics and related areas, see Hyland (1987), Longo and Moggi (1988+.). Although researches on constructive systems have not yet been used to unvail new aspects of constructive mathematics, there are clues of possible applications of computer systems to theoretical researches in construc

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Zein B. Nsheiwathematics. We cannot do full justice to this topic here, and the interested reader will have to study further, for example in the references given at the end of this introduction. We should emphasize at the outset that the various possible philosophical viewpoints concerning the nature or purpose of

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M. T. Rashid,J. Westach face: vertices, edges and the face center. It is combined with a flexible connectivity descriptor which enhances modeling capability. Our descriptor can build the schemes commonly used and it can describe a variety of others, including many regular rotative schemes. We ensure the conservation of

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Petr Hlavinek,Jiri Kubikometry. The space partitioning system is used as a framework to allow numerical computations. This work is triggered by the problem of representing, in a numerically appropriate way, huge three-dimensional voxel geometries that could have up to billions of voxels.

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inequalitiesare discussed in the frame of the Guo-Papanicolaou-Varadhantechnique and of theKipnis-Olla-Varadhan super exponentialestimates, with reference to zero-range models. Discretevelocity Boltzmann equations, reactiondiffusionequations and non linear parabolic equations areconsidered,as limit

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