Titlebook: Gas Dynamics with Applications in Industry and Life Sciences; On Gas Kinetic/Dynam Mohammad Asadzadeh,Larisa Beilina,Shigeru Takata Confere

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A Posteriori Error Estimates and Adaptive Error Control for Permittivity Reconstruction in Conductilgorithms are formulated. Our numerical tests show feasibility of application of an adaptive optimization algorithm for reconstruction of dielectric permittivity function using anatomically realistic breast phantom of MRI database produced in University of Wisconsin [.].

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The History and Significance of the Klein-Nishina Formula,niversal scientist, doing research in both theoretical and experimental physics, and had seminal contributions in many areas. However, internationally, he is mostly known for the Klein-Nishina formula, which was the first application of the then new Dirac theory of the electron for scattering of lig

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Constructions of Simple Kinetic Equations for a Dense Gas,tistical (ES)-type collision model. First, two previous models are reviewed: one based on a simple relaxation model with the isothermal assumption and the other based on the Bhatnagar–Gross–Krook (BGK)-type collision model. These models have a monotone functional that enables one to make thermodynam

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,Double Layer Solutions of the Vlasov–Poisson System, a single layer solution, that is a solution whose electrostatic potential is monotone. In this paper, we study the possibility of the existence of double layer solutions whose electrostatic potential has a unique critical point and extremum.

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A Posteriori Error Estimates and Adaptive Error Control for Permittivity Reconstruction in Conductiuction method is based on the optimization approach to find stationary point of the Tikhonov functional. A posteriori estimates for the corresponding Tikhonov functional and for the reconstructed dielectric permittivity function are derived. Based on these estimates two adaptive conjugate gradient a

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Truncated SVD for Applications in Microwave Thermometry,perature to the level of 40–44 .C while keeping the surrounding healthy tissue at normal temperatures. It is hence fundamental to have a real-time temperature monitoring in order to adjust the focal point in the target. Mathematically, the problem of reconstructing the temperature change depending o