Showing 41 - 60 of 4,247

41

Intertwining unisolvent arrays for multivariate Lagrange interpolation
Jean-Paul Calvi
Advances in Computational Mathematics. 23:393-414

unisolvent arrays Multidimensional problem... Lagrange interpolation 0101 mathematics 01 natural sciences Interpolation in approxi...
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42

Shannon sampling II: Connections to learning theory: Shannon sampling. II: Connections to learning theory
Ding-Xuan Zhou ; Steve Smale
Applied and Computational Harmonic Analysis. 19:285-302

sampling theorem Learning theory Linear regression mixed models frame Applied Mathematics
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43

An efficient interpolation algorithm on anisotropic grids for functions with jump discontinuities in 2-D
Jonathan Goodman ; Juan C. Aguilar
Applied Numerical Mathematics. 55:137-153

numerical examples algorithm Numerical interpolation polynomial interpolation jump discontinuities adaptive mesh refinement
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44

Geometric Hermite Interpolation: Geometric Hermite interpolation -- in memoriam Josef Hoschek
Wendelin Degen
Computer Aided Geometric Design. 22:573-592

geometric splines approximation order 0202 electrical engineer... 02 engineering and techn... Hermite interpolation 0101 mathematics
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45

Near-optimal data-independent point locations for radial basis function interpolation
DE MARCHI, STEFANO ; R. SCHABACK ; H. WENDLAND ; et al.
Advances in Computational Mathematics. 23:317-330

greedy algorithm multivariate functions Greedy algorithms Optimal points Radial basis function in... Numerical interpolation
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46

Numerical methods for approximation of fuzzy data
T. Hajari ; Tofigh Allahviranloo
Applied Mathematics and Computation. 169:16-33

numerical examples fuzzy number fuzzy polynomial interpo... Fuzzy real analysis 02 engineering and techn... fuzzy Taylor interpolati...
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47

A simple method for smoothing functions and compressing Hermite data
A. Tijini ; Azzeddine Mazroui ; Driss Sbibih
Advances in Computational Mathematics. 23:279-297

Spline approximation interpolatory splines Numerical interpolation Numerical smoothing, cur... smoothing of functions Hermite interpolation
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48

Matrix-valued radial basis functions: stability estimates and applications: Matrix-valued radial basis functions: Stability estimates and applications
Svenja Lowitzsch
Advances in Computational Mathematics. 23:299-315

Other numerical methods... incompressible Navier-St... Numerical interpolation Navier-Stokes equations... divergence-free Multidimensional problem...
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49

Case study in bivariate Hermite interpolation
Boris Shekhtman
Journal of Approximation Theory. 136:140-150

Mathematics(all) Numerical Analysis Applied Mathematics bivariate Hermite interp... 0101 mathematics 01 natural sciences
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50

INTERPOLATING SCALING VECTORS: Interpolating scaling vectors
Karsten Koch
International Journal of Wavelets, Multiresolution and Information Processing. :389-416

Numerical methods for wa... interpolating scaling ve... Nontrigonometric harmoni... orthogonal bases 0101 mathematics multiwavelet
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51

PĂ¡l-type Birkhoff interpolation on nonuniformly distributed points
H. P. Dikshit ; M. De Bruin
Numerical Algorithms. 40:1-16

roots of unity regularity PĂ¡l-type Birkhoff interp... 0101 mathematics 01 natural sciences Interpolation in approxi...
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52

A new weighted rational cubic interpolation and its approximation
Wang, L ; Twizell, EH ; Duan, Q
Applied Mathematics and Computation. 168:990-1003

computer aided geometric... constrained interpolatio... 0202 electrical engineer... Computer aided geometric... 02 engineering and techn... Constrained interpolatio...
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53

A discrete systems approach to cardinal spline Hermite interpolation
D.L. Russell ; Michael Renardy
Linear Algebra and its Applications. 406:77-98

Discrete linear control Numerical Analysis 0209 industrial biotechn... Spline approximation Algebra and Number Theor... Linear recursion equatio...
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54

Necessary conditions of convergence of Hermite–Fejér interpolation polynomials for exponential weights: Necessary conditions of convergence of Hermite-Fejér interpolation polynomials for exponential weights
Jung, HS Jung, HS
Journal of Approximation Theory. 136:26-44

PRODUCT INTEGRATION RULE... LAGRANGE INTERPOLATION MEAN CONVERGENCE ERDOS WEIGHTS FREUD WEIGHTS ORTHONORMAL POLYNOMIALS
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55

Riesz bases in L2(0,1) related to sampling in shift-invariant spaces: Riesz bases in \(L^{2}(0,1)\) related to sampling in shift-invariant spaces
Alberto Portal ; G. PĂ©rez-VillalĂ³n ; Antonio G. GarcĂ­a
Journal of Mathematical Analysis and Applications. 308:703-713

Sampling expansions Paley-Wiener spaces Shift-invariant spaces Zak transform irregular sampling Riesz bases
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56

Polynomial projectors preserving homogeneous partial differential equations
Dinh-DÅ©ng Dinh-DÅ©ng ; NguyĂªn TiĂªn Trung ; Jean-Paul Calvi
Journal of Approximation Theory. 135:221-232

Mathematics(all) Numerical Analysis Applied Mathematics Multidimensional problem... 01 natural sciences Abel–Gontcharoff project...
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57

On the poisedness of Bojanov–Xu interpolation: On the poisedness of Bojanov-Xu interpolation
M. F. Khalaf ; Hakop Hakopian
Journal of Approximation Theory. 135:176-202

Mathematics(all) Numerical Analysis conic sections Applied Mathematics Bojanov-Xu interpolation Lagrange interpolation
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58

Analysis of three-dimensional grids: cubes and cubic coefficients
G.L. Silver
Applied Mathematics and Computation. 166:196-203

Main-effect coefficients numerical examples 0209 industrial biotechn... Operational equations Curvature Numerical interpolation
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59

Recent developments in error estimates for scattered-data interpolation via radial basis functions
Francis J. Narcowich
Numerical Algorithms. 39:307-315

error estimates band-limited functions Multidimensional problem... Rate of convergence, deg... radial basis functions 0101 mathematics
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60

Generation of lattices of points for bivariate interpolation
JesĂºs M. Carnicer ; M. Gasca
Numerical Algorithms. 39:69-79

principal lattices Numerical interpolation Multidimensional problem... Lagrange formula 0101 mathematics geometric characterizati...
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