Titlebook: Variational Approach to Hyperbolic Free Boundary Problems; Seiro Omata,Karel Svadlenka,Elliott Ginder Book 2022 The Editor(s) (if applicab

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Discrete Morse Flow, analysis and numerical approximation. The approach is often called . and is a hyperbolic analogy of Rothe’s method (Math Ann 102:650–670, 1930) which is well established in the field of parabolic equations.

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Physical Motivation,In this chapter, we present several examples of phenomena that can be modeled by hyperbolic free boundary problems, and illustrate some of their distinctive features: collision of a membrane with a rigid obstacle, peeling of an adhesive tape off a solid surface, and motion of a liquid droplet on a solid substrate.

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Numerical Examples and Applications,In this chapter, we will discuss computational aspects of the discrete Morse flow (DMF), and illustrate three applications. We begin by showing how functional values can be approximated by means of the finite element method. Methods for performing the functional minimizations are also briefly discussed.

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Manfred Mitschke,Henning Wallentowitzly analyzing the system model. This makes it difficult to check the decomposition correctness, and risks creating subsystems that are either too tightly coupled or not cohesive enough. An aggravating factor is that traditionally classes are the atomic design units. In many cases, however, the same c

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Kaan Orhan,Se?il Aksoyducible results.Contains key notes and implementation advice.?There is a demand for analytical methods that are able to discriminate between enantiomers in order to analyze the enantiomeric purity of compounds from natural or chemical sources not only in pharmaceutical sciences but in any field on b

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Hans G. Fassbender Prof. Dr.urodegenerative diseases, as well as in ageing. One of the biggest membrane protein complexes, varying in size from 0.5 to 1 MDa, it is an L-shaped assembly consisting of hydrophilic and membrane domains. Previously, we determined the structure of the hydrophilic domain in several redox states. It e