Least-Squares Solutions of Eighth-Order Boundary Value Problems Using the Theory of Functional Connections. [PDF]
Johnston H, Leake C, Mortari D.
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Numerical Evaluation of Surface Integrals in Three Dimensions
In this paper, we consider the evaluation of surface integrals over piecewise smooth surfaces in three dimensions. The method consists in first replacing a parametrization for the surface and the integrand function by piecewise polynomial interpolants of
David Chien
core
Crouzeix-Raviart type finite elements on anisotropic meshes
The paper deals with a non-conforming finite element method on a class of anisotropic meshes. The Crouzeix-Raviart element is used on triangles and tetrahedra. For rectangles and prismatic (pentahedral) elements a novel set of trial functions is proposed.
Thomas Apel +2 more
core
Novel fractional order SIDARTHE mathematical model of COVID-19 pandemic. [PDF]
Higazy M.
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Sleep-promoting neurons remodel their response properties to calibrate sleep drive with environmental demands. [PDF]
Dissel S +8 more
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Conservation of Forces and Total Work at the Interface Using the Internodes Method. [PDF]
Deparis S, Gervasio P.
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Automated 3D reconstruction of the fetal thorax in the standard atlas space from motion-corrupted MRI stacks for 21-36 weeks GA range. [PDF]
Uus AU +9 more
europepmc +1 more source
Optimal cubic Lagrange interpolation: Extremal node systems with minimal Lebesgue constant
In the theory of interpolation of continuous functions by algebraic polynomials of degree at most n − 1 > 2, the search for explicit analytic expressions of extremal node systems which lead to the minimal Lebesgue constant is still an intriguing topic in
RACK, Heinz-Joachim, VAJDA, Robert
core
Epidemic evolution models to the test of Covid-19. [PDF]
Brandi P, Ceppitelli R, Salvadori A.
europepmc +1 more source
Reproducible and Interpretable Spiculation Quantification for Lung Cancer Screening. [PDF]
Choi W +5 more
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