Mathematical and Computational Methods for Modelling, Approximation and Simulation
portes grátis
Mathematical and Computational Methods for Modelling, Approximation and Simulation
Barrera, Domingo; Sbibih, Driss; Remogna, Sara
Springer Nature Switzerland AG
05/2022
256
Dura
Inglês
9783030943387
15 a 20 dias
576
Descrição não disponível.
Part I Plenary Lectures.- 1 S. De Marchi, Mapped polynomials and discontinuous kernels for Runge and Gibbs phenomena.- 2 P. Pedregal, Steady systems of PDEs. Two examples from applications.- 3 C. Bracco et al., THB-spline approximations for turbine blade design with local B-spline approximations.- Part II Contributed papers.- 4 A. Abbadi and M. J. Ibanez, A progressive construction of univariate spline quasi-interpolants on uniform partitions.- 5 C. Allouch et al., Richardson extrapolation of Nystroem method associated with a sextic spline quasi-interpolant.- 6 A. Bellour et al., Superconvergent methods based on cubic splines for solving linear integral equations.- 7 R. Korikache and L. Paquet, The completely discretized problem of the dual mixed formulation for the heat diffusion equation in a polygonal domain by the Crank-Nicolson scheme in time.- 8 R. Akhrif et al., Economic statistical splicing data using smoothing quadratic splines.- 9 A. Mbarki and R. Oubrahim, Some properties ofconvexity structure and applications in b-Menger spaces.- 10 A. Rahouti et al., A Super-superconvergent Cubic Spline Quasi-interpolant.- 11 M. Illescas-Manzano et al., Calibration adjustment for dealing with nonresponse in the estimation of poverty measures.- 12 D. Barrera et al., Numerical methods based on spline quasi-interpolating operators for Hammerstein integral equations.
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Splines;Integral equations;Interpolation;Quasi-interpolation;Partial differential equations
Part I Plenary Lectures.- 1 S. De Marchi, Mapped polynomials and discontinuous kernels for Runge and Gibbs phenomena.- 2 P. Pedregal, Steady systems of PDEs. Two examples from applications.- 3 C. Bracco et al., THB-spline approximations for turbine blade design with local B-spline approximations.- Part II Contributed papers.- 4 A. Abbadi and M. J. Ibanez, A progressive construction of univariate spline quasi-interpolants on uniform partitions.- 5 C. Allouch et al., Richardson extrapolation of Nystroem method associated with a sextic spline quasi-interpolant.- 6 A. Bellour et al., Superconvergent methods based on cubic splines for solving linear integral equations.- 7 R. Korikache and L. Paquet, The completely discretized problem of the dual mixed formulation for the heat diffusion equation in a polygonal domain by the Crank-Nicolson scheme in time.- 8 R. Akhrif et al., Economic statistical splicing data using smoothing quadratic splines.- 9 A. Mbarki and R. Oubrahim, Some properties ofconvexity structure and applications in b-Menger spaces.- 10 A. Rahouti et al., A Super-superconvergent Cubic Spline Quasi-interpolant.- 11 M. Illescas-Manzano et al., Calibration adjustment for dealing with nonresponse in the estimation of poverty measures.- 12 D. Barrera et al., Numerical methods based on spline quasi-interpolating operators for Hammerstein integral equations.
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
