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Titlebook: Advanced Computing in Industrial Mathematics; 11th Annual Meeting Krassimir Georgiev,Michail Todorov,Ivan Georgiev Book 2018 Springer Inte

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Das Moderne der modernen Gesellschaft,uced. The design of the scheme relies on a 19-dimensional polynomial space. In this paper, we show how to simplify the implementation by introducing a directional decomposition of this space. The boundary is handled via a level-set approach. Numerical results for non convex domains demonstrate the f
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Johannes Bellmann,Birger P. Priddatinum profiles, steel or wood beams and so on. It is so called cutting stocks problem (CSP). It is well known NP-hard combinatorial optimization problem. The accurate and fast cutting out is very important element from the working process. The aim in CSP is to cut items from stocks of certain length,
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Beobachtungen des Erziehungssystemsoblem is cutting stock problem (CSP). The accurate and fast cutting out with less possible waste is very important element from the working process. The aim is to cut 2D items from rectangular stock, minimizing the waste. The problem is very difficult and the most of the authors solve the simplified
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https://doi.org/10.1007/978-3-662-26606-9rstein-Fredholm fuzzy functional integral equations. We present an iterative procedure based on quadrature rectangles to solve such equations. The error estimation of the proposed method is given in terms of uniform and partial modulus of continuity. Finally, an illustrative numerical experiment con
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https://doi.org/10.1007/978-3-662-26606-9 measurements of quality are necessary. To extract meaningful structural information for the scanned object from a low-dose input without increasing the radiation level of the scanner, we propose and experimentally investigate a novel two-step process. Firstly, the image is denoised by a regularizat
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https://doi.org/10.1007/978-3-662-40171-2oint of view, different models are developed to describe the relation between geometrical, mechanical and physical parameters of the fillers and matrix with the macroscopic effective properties of composites. It is reasonably the Young’s modulus of the composites to be determined both experimentally
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Werner Leins,Jörg Nagel,Guntram Kohlernomenon of absorption, a comparison between the results of a linear and a non-linear model is realized. The purpose is to investigate which one of these two adsorption models is the optimal one for the computational simulation of TP removal. The simulations concern five pilot-scale HSF CWs units, wh
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Werner Leins,Jörg Nagel,Guntram Kohlerormulas for . in terms of dilogarithm values at the “golden relatives” . of . We also sum the series . and . in terms of Euler-type integrals . where . and . are the quantities appearing in the Borwein-Chamberland expansions of . and . respectively. As special cases we obtain very simple proofs of E
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