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Impact of measurement noise on escaping saddles in variational quantum algorithms. [PDF]
Kaminishi E +3 more
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Data-Driven System Matrix Manipulation Enabling Fast Functional Imaging in Tomography. [PDF]
Hu P, Tong X, Lin L, Wang LV.
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Adaptive Sliding Mode Control Incorporating Improved Integral Compensation Mechanism for Vehicle Platoon with Input Delays. [PDF]
Ding Y, Wang Y, Li X.
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Robust Interpretation of Electrochemical Impedance Spectra Using Numerical Complex Analysis. [PDF]
George JD +11 more
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Numerical Approximation of Hysteresis Problems
IMA Journal of Numerical Analysis, 1985The considered equations are of the form \(\partial (u+w)/\partial t+Au=f\); \(\partial u/\partial t+Au+w=f\) where A is an elliptic operator and f a datum, suitable initial and boundary conditions having to be provided. Hysteresis relations \(u\mapsto w\) are represented by means of continuous or (multivalued) discontinuous Volterra functionals ...
C. Verdi, Visintin, Augusto
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Asymptotically Consistent Numerical Approximation of Hemolysis
Journal of Biomechanical Engineering, 2006In a previous communication, we have proposed a numerical framework for the prediction of in vitro hemolysis indices in the preselection and optimization of medical devices. This numerical methodology is based on a novel interpretation of Giersiepen-Wurzinger blood damage correlation as a volume integration of a damage function over the computational ...
Marie-Isabelle, Farinas +3 more
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Fast Three‐dimensional Numerical Hemolysis Approximation
Artificial Organs, 2004Abstract: The in vivo implantation of a mechanical device contributes to hemodynamic disturbances, which are responsible for damage to the membranes of red blood cells that in turn can lead to their rupture (hemolysis). It is important to ascertain at the design stage of such mechanical devices that they are innocuous to blood.
André, Garon, Marie-Isabelle, Farinas
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Approximate and Numerical Approaches
2009AbstractThis chapter considers several approximate methods developed to calculate the Casimir energy and force for nontrivial geometries, where the separation of variables is not possible. One of these methods is the multiple-reflection expansion. This allows an iterative calculation of the corresponding Green's function.
M. Bordag +3 more
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Applications and Numerical Approximation
2017In this chapter we present applications of the chaos expansion method in optimal control and stochastic partial differential equations. In particular, we consider the stochastic linear quadratic optimal control problem where the state equation is given by a stochastic differential equation of the Ito-Skorokhod type with different forms of noise ...
Tijana Levajković, Hermann Mena
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Dynamics of numerical approximations
Applied Mathematics and Computation, 1998The perturbation of hyperbolic invariant sets of dynamical systems are studied when the system is approximated numerically. A result by \textit{B. Fiedler} and \textit{J. Scheurle} [Discretization of homoclinic orbits \dots, Mem. Am. Math. Soc. 570, 79p.
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