Treffer 121 - 140 von 4.247

121

Interpolation theory and first‐order boundary value problems: Interpolation theory and first-order boundary value problems
Everitt, W.N. ; Poulkou, A.
Mathematische Nachrichten. :116-128

self-adjoint differentia... 4. Education Linear boundary value pr... Lagrange interpolation analytic interpolation f... General spectral theory...
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122

Harmonic Interpolation and Lie Groups: Harmonic interpolation and Lie groups
W.-H. Steeb ; A. Hardy
International Journal of Theoretical Physics. 43:1261-1266

Analysis on real and com... harmonic interpolation Lie groups Numerical aspects of com... computer graphics spectral decomposition
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123

Error estimates for modified local Shepard's interpolation formula
Carlos Zuppa
Applied Numerical Mathematics. 49:245-259

convergence normal equations error estimates Numerical interpolation least squares fit Numerical smoothing, cur...
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124

On Leja sequences: some results and applications
DE MARCHI, STEFANO
Applied Mathematics and Computation. 152:621-647

Radial basis functions Leja sequences 0101 mathematics Discretized integral ope... 01 natural sciences Interpolation in approxi...
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125

Shannon sampling and function reconstruction from point values
Steve Smale ; Ding-Xuan Zhou
Bulletin of the American Mathematical Society. 41:279-305

sampling theorem Linear regression mixed models Learning and adaptive sy... Computing methodologies... 16. Peace & justice
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126

Weighted ENO interpolation and applications: Weighted ENO interpolation and applications.
Francesc Aràndiga ; Ana Marı́a Belda
Communications in Nonlinear Science and Numerical Simulation. 9:187-195

reconstruction Numerical interpolation discretization 0101 mathematics 01 natural sciences Interpolation in approxi...
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127

Discrete multiresolution based on hermite interpolation: computing derivatives: Discrete multiresolution based on Hermite interpolation: computing derivatives.
Francesc Aràndiga ; Antonio Baeza ; Rosa Donat
Communications in Nonlinear Science and Numerical Simulation. 9:263-273

Approximation by polynom... Numerical interpolation Numerical methods for wa... Multiscale decomposition Hermite interpolation 0101 mathematics
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128

On the divided differences of the remainder in polynomial interpolation
Xinghua Wang ; Ming-Jun Lai ; Shijun Yang
Journal of Approximation Theory. 127:193-197

Mathematics(all) Numerical Analysis Applied Mathematics Newton interpolation for... Remainders in approximat... Hermite interpolation po...
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129

Codimension-one minimal projections onto Haar subspaces
Lewicki, Grzegorz ; Prophet, Michael
Journal of Approximation Theory. 127:198-206

Linear operator approxim... interpolating projection Mathematics(all) Numerical Analysis Minimal projection Interpolating projection
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130

Adaptive point shifts in rational approximation with optimized denominator: Adaptive point shifts in rational approximation with optimized denominator.
Berrut, Jean-Paul ; Mittelmann, Hans D.
Journal of Computational and Applied Mathematics. :81-92

numerical examples Applied Mathematics 01 natural sciences interpolation Interpolation Approximation by rationa...
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131

Orthonormal polynomials for generalized Freud-type weights and higher-order Hermite–Fejér interpolation polynomials: Orthonormal polynomials for generalized Freud-type weights and higher-order Hermite-Fejér interpolation polynomials
T. Kasuga ; R. Sakai
Journal of Approximation Theory. 127:1-38

Markov inequalities Mathematics(all) Numerical Analysis Applied Mathematics Higher-order Hermite-Fej... Generalized Freud-type w...
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132

Lacunary Pál-Type Interpolation and Over-Convergence: Lacunary Pál-type interpolation and over-convergence
Ambikeshwar Sharma ; Marcel G. de Bruin
Computational Methods and Function Theory. 3:305-323

over-convergence Approximation by polynom... lacunary Pal-type interp... 0101 mathematics regular interpolation 01 natural sciences
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133

A nonlinear matrix equation connected to interpolation theory: A nonlinear matrix equation connected to interpolation theory.
Martine C.B. Reurings ; André C. M. Ran
Linear Algebra and its Applications. 379:289-302

Nonlinear matrix equatio... Numerical Analysis Algebra and Number Theor... generalized Riccati equa... Generalized Riccati equa... Matrix equations and ide...
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134

Kergin interpolation in Banach spaces
Lars Filipsson
Journal of Approximation Theory. 127:108-123

Operator polynomial Mathematics(all) Numerical Analysis Banach space Applied Mathematics Lagrange interpolation
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135

Abel–Gontscharoff interpolation: continuous, discrete and time scale: Abel-Gontscharoff interpolation: Continuous, discrete and time scale.
Patricia J. Y. Wong
Journal of Computational and Applied Mathematics. :763-782

Abel-Gontscharoff interp... Applied Mathematics Abel–Gontscharoff interp... 01 natural sciences Disconjugacy Computational Mathematic...
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136

Quasi-interpolations with interpolation property: Quasi-interpolations with interpolation property.
Jing-Xin Wang ; Ren-Hong Wang
Journal of Computational and Applied Mathematics. 163:253-257

Computational Mathematic... B-spline Numerical interpolation Applied Mathematics Numerical smoothing, cur... quasi-interpolation
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137

The application of Cayley–Bacharach Theorem to bivariate Lagrange interpolation: The application of Cayley--Bacharach theorem to bivariate Lagrange interpolation.
Xue-Zhang Liang ; Li-Hong Cui ; Jielin Zhang
Journal of Computational and Applied Mathematics. 163:177-187

Computational Mathematic... Bivariate Lagrange inter... Approximation by polynom... Applied Mathematics Lagrange interpolation along plane algebraic cu...
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138

A Neville-like method via continued fractions: A Neville-like method via continued fractions.
Jieqing Tan ; Ping Jiang
Journal of Computational and Applied Mathematics. 163:219-232

Algorithm Approximation by rationa... Computational Mathematic... Numerical interpolation Numerical examples Applied Mathematics
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139

Cell structure of the space of real polynomials: Cellular structure of the space of real polynomials.
V. Malyshev
St. Petersburg Mathematical Journal. 15:191-248

Best approximation, Cheb... Manifolds and cell compl... interpolation with free... positive polynomials 0101 mathematics alternating data
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140

Classification of Bivariate Configurations with Simple Lagrange Interpolation Formulae: Classification of bivariate configurations with simple Lagrange interpolation formulae
M. Gasca ; Jesús M. Carnicer
Advances in Computational Mathematics. 20:5-16

Numerical interpolation Multidimensional problem... Lagrange polynomials 0101 mathematics geometric characterizati... 01 natural sciences
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