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A novel hybrid method with convergence analysis for approximation of HTLV-I dynamics model. [PDF]
Molavi-Arabshahi M +2 more
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Stability analysis and numerical evaluations of a COVID-19 model with vaccination. [PDF]
Izadi M, Waezizadeh T.
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Editorial for the Special Issue on Heat and Mass Transfer in Microchannels. [PDF]
Xiao X, Zhang X, Zhang L.
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An efficient discrete Chebyshev polynomials strategy for tempered time fractional nonlinear Schrödinger problems. [PDF]
Heydari MH, Baleanu D.
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Rectangular spectral collocation
This work was supported by The MathWorks, Inc. and by King Abdullah University of Science and Technology (KAUST), award KUK-C1-013-04.
Driscoll, Tobin A., Hale, Nicholas
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Legendre Gauss Spectral Collocation for the Helmholtz Equation on a Rectangle
Numerical Algorithms, 2004A spectral collocation scheme with Legendre Gauss points for the Helmholtz equation with inhomogeneous Robin boundary conditions is considered. The convergence analysis is given for Dirichlet boundary conditions. For constant coefficients a matrix decomposition algorithm is developed.
Bernard Bialecki +2 more
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Nonlinear stress analysis problems by spectral collocation methods
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
CIVIDINI, ANNAMARIA, ZAMPIERI E.
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We present optimal error estimates for spectral Petrov-Galerkin methods and spectral collocation methods for linear fractional ordinary differential equations with initial value on a finite interval.
Zhongqiang Zhang +2 more
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