Titlebook: Mathematical Methods for Curves and Surfaces; 8th International Co Michael Floater,Tom Lyche,Larry L. Schumaker Conference proceedings 2014

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Jon Hjelmervikvertical oxygen gradient. On the other hand, very distinct horizontal variations in oxygen content occur, due to the presence of the two sub-biotopes, the open lake and the reed belt, each with its own ratio of oxygen-producing and oxygen-consuming processes. The transitional zone linking these two

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Sven Linden,Hans Hagen,Andreas Wiegmann Zusammenschlüsse von bis zu 3.000 Physikern.Erklärt Aufbau .Michael Hauschild führt den Leser dieses .essentials. zurück in den September 2008 zum holprigen Start des Large Hadron Collider LHC, des größten Teilchenbeschleunigers der Welt und der heutigen Weltmaschine am CERN, dem Europäischen Forsc

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Vibrational Error Extraction Method Based on Wavelet Technique,ns. In this paper, we propose a general and instantaneous vibration measure which allows for more subtle methods of localized vibration attenuation techniques. This measure is based on extracting the vibrational part from the conventional tracking error signal using wavelet technique. The paper also

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A Mathematical Model for Extremely Low Dose Adaptive Computed Tomography Acquisition,e quality. We propose a mathematical model for adaptive Computed Tomography acquisition whose goal is to reduce dosage levels while maintaining high image quality at the same time. The adaptive algorithm iterates between selective limited acquisition and improved reconstruction, with the goal of app

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Approximation of Implicit Blends by Canal Surfaces of Low Parameterization Degree,gned algorithm, which improves and completes a recent approach from [1], is mainly suitable for implicit blend surfaces of the canal-surface-type. Its main advantage is that it produces rational parameterizations of low bidegree (7,2). A distinguished feature of our approach is a combination of symb

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Exploiting the Implicit Support Function for a Topologically Accurate Approximation of Algebraic Cues applied directly to the curve equation. We use the implicit support function representation for this purpose which can in certain cases considerably simplify this task. We describe possible strategies and demonstrate them on a simple example. We also exploit the implicit support function for a fe

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Piecewise Rational Parametrizations of Canal Surfaces,a canal surface are inherited from the continuity properties of the associated curve, i.e., two curves joined with .. or .. continuity in Minkowski space correspond to two canal surfaces joined with the same level of continuity.We also describe an algorithm for minimal bi-degree rational parametriza

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Macro-element Hierarchical Riesz Bases,ces ..(Ω), ., and ., ., ., as soon as there is a nested sequence of Lagrange interpolation sets with uniformly local and bounded basis functions, and, in case of ., the nodal interpolation operators associated with the macro-element spaces are boundary conforming of order .. In addition, we provide

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Generalized Metric Energies for Continuous Shape Deformation,and non-rigid registration. Besides common “as-rigid-as-possible” approaches the class of nearly-isometric deformations is highly relevant to solve this kind of problems. Recent continuous deformation approaches try to find planar first order nearly-isometric deformations by integrating along approx

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