Showing 201 - 220 of 1,423

201

Fractal Interpolation Surfaces and a Related 2-D Multiresolution Analysis: Fractal interpolation surfaces and a related 2-D multiresolution analysis
Douglas P. Hardin ; J.S. Geronimo
Journal of Mathematical Analysis and Applications. 176:561-586

fractal dimension invariant measures algorithm Applied Mathematics polygonal domains fractal interpolation fu...
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202

Stable row recurrences for the Padé table and generically superfast lookahead solvers for non-Hermitian Toeplitz systems
Martin H. Gutknecht
Linear Algebra and its Applications. :351-421

Numerical Analysis Algebra and Number Theor... recurrences fast algorithms Padé table continued fractions
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203

A Weakly Stable Algorithm for Padé Approximants and the Inversion of Hankel Matrices: A weakly stable algorithm for Padé approximants and the inversion of Hankel matrices
Stan Cabay ; Ron Meleshko
SIAM Journal on Matrix Analysis and Applications. 14:735-765

inversion of Hankel matr... Algorithms for approxima... inversion of Toeplitz ma... Padé approximants Experimental results 0101 mathematics
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204

A note on Thielen-fractions: A note on Thiele \(n\)-fractions
Adhemar Bultheel ; Paul Levrie
Numerical Algorithms. 4:225-239

Approximation by rationa... Algorithms for approxima... Thiele continued fractio... rational interpolation 0101 mathematics Padé approximation
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205

Implementing a parallel constrained l1 approximation algorithm: Implementing a parallel constrained \(l_ 1\) approximation algorithm
T.B Boffey ; W.A Essah
Parallel Computing. 19:609-620

constrained \(\ell_ 1\)... Numerical mathematical p... Algorithms for approxima... Linear programming Parallel numerical compu... numerical results
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206

Nonlinear Chebyshev fitting from the solution of ordinary differential equations
Jack Williams ; Z. Kalogiratou
Numerical Algorithms. 5:325-337

Best approximation, Cheb... numerical examples algorithm Algorithms for approxima... local Haar condition exchange algorithm
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207

On the parametrization of the coefficients of dilation equations for compactly supported wavelets
Josef Schneid ; Stefan Pittner
Computing. 51:165-173

dilation equation explicit parametric repr... Algorithms for approxima... 0202 electrical engineer... 02 engineering and techn... compactly supported wave...
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208

On computing best Chebyshev complex rational approximants
J. P. Thiran ; M.-P. Istace
Numerical Algorithms. 5:299-308

local Kolmogorov criteri... General theory of numeri... best complex ordinary ra... Algorithms for approxima... best Chebyshev complex r... locally best approximant...
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209

Discrete multi-resolution analysis and generalized wavelets
Ami Harti
Applied Numerical Mathematics. 12:153-192

generalized wavelets Algorithms for approxima... discrete multi-resolutio... 0101 mathematics 01 natural sciences
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210

Hinging hyperplanes for regression, classification, and function approximation
Leo Breiman
IEEE Transactions on Information Theory. 39:999-1013

0209 industrial biotechn... Classification and discr... cluster analysis (statis... pattern recognition Probabilistic methods, s... prediction
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211

Techniques for generating approximations via convolution kernels
Will Light
Numerical Algorithms. 5:247-261

convolution kernel Algorithms for approxima... 0101 mathematics approximation ridge and radial functio... 01 natural sciences
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212

A closed formula for the čebyšev barycentric weights of optimal approximation in H2: A closed formula for the Čebyšev barycentric weights of optimal approximation in \(H^ 2\)
Jean-Paul Berrut
Numerical Algorithms. 5:155-163

Best approximation, Cheb... numerical examples Algorithms for approxima... barycentric formula Numerical interpolation optimal interpolant
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213

Best linear common divisors for approximate degree reduction
Gengzhe Chang ; Thomas W. Sederberg
Computer-Aided Design. 25:163-168

Computer-aided design (m... Approximation by polynom... Algorithms for approxima... minimum norm best linear common divis... nearest common divisor
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214

Choosing trajectory sections with highest information content for a dynamic system
L. N. Tsitritskaya
Journal of Soviet Mathematics. 63:579-585

Numerical optimization a... Approximation by polynom... optimal uniform approxim... Algorithms for approxima... polynomial with least de... method of least squares
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215

Average case complexity of linear multivariate problems
Henryk Woźniakowski
Bulletin of the American Mathematical Society. 29:70-76

Abstract approximation t... Algorithms for approxima... Mathematics - Classical... Analysis of algorithms a... Tractability multivariate function ap...
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216

Integration and approximation of multivariate functions: average case complexity with isotropic Wiener measure: Integration and approximation of multivariate functions: Average case complexity with isotropic Wiener measure
Grzegorz W. Wasilkowski
Bulletin of the American Mathematical Society. 28:308-314

Mathematics(all) Multidimensional problem... integration Numerical quadrature and... 01 natural sciences Complexity and performan...
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217

Accurate and efficient reconstruction of discontinuous functions from truncated series expansions
Knut S. Eckhoff
Mathematics of Computation. 61:745-763

reconstruction of discon... Algorithms for approxima... 4. Education Fourier or Chebyshev coe... truncated series expansi... periodic function
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218

SOME ERROR ESTIMATES FOR WAVELET EXPANSION: Some error estimates for wavelet expansion
Silvia Bertoluzza
Mathematical Models and Methods in Applied Sciences. :489-506

wavelet expansion Algorithms for approxima... error estimates 0202 electrical engineer... 02 engineering and techn... 0101 mathematics
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219

Implementation of the recurrence relations of biorthogonality
Z. da Rocha
Numerical Algorithms. 3:173-183

recurrence relations of... Padé-type approximants Algorithms for approxima... 0101 mathematics algorithms 01 natural sciences
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220

A new formal approach to the rational interpolation problem
Van Barel, Marc ; Bultheel, Adhemar
Numerische Mathematik. 62:87-122

Approximation by rationa... recursive algorithm 510.mathematics Algorithms for approxima... 4. Education rational interpolation
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