Showing 161 - 180 of 1,431

161

Multiresolution Representation of Data: A General Framework: Multiresolution representation of data: A general framework
Ami Harten
SIAM Journal on Numerical Analysis. 33:1205-1256

Spline approximation multiresolution Algorithms for approxima... Numerical methods for tr... General harmonic expansi... stability
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162

Kronecker type theorems, normality and continuity of the multivariate Padé operator
Cuyt, Annie A.M. ; Driver, Kathy ; Lubinsky, Doron
Numerical mathematics

Algorithms for approxima... Multidimensional problem... 0101 mathematics Padé approximation 01 natural sciences
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163

Computation of Numerical Padé–Hermite and Simultaneous Padé Systems II: A Weakly Stable Algorithm: Computation of numerical Padé-Hermite and simultaneous Padé systems. II: A weakly stable algorithm
George Labahn ; Stan Cabay ; Anthony R. Jones
SIAM Journal on Matrix Analysis and Applications. 17:268-297

Padé-Hermite systems Algorithms for approxima... inversion of striped and... Padé tables stability 0101 mathematics
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164

Computation of Numerical Padé–Hermite and Simultaneous Padé Systems I: Near Inversion of Generalized Sylvester Matrices: Computation of numerical Padé-Hermite and simultaneous Padé systems. I: Near inversion of generalized Sylvester matrices
George Labahn ; Anthony R. Jones ; Stan Cabay
SIAM Journal on Matrix Analysis and Applications. 17:248-267

Padé-Hermite systems Algorithms for approxima... striped Sylvester matric... near inversion 0101 mathematics Padé approximation
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165

The Newton differential correction algorithm for rational Chebyshev approximation with constrained denominators
Martin Gugat
Numerical Algorithms. 13:107-122

constrained denominators Approximation by rationa... numerical examples algorithm convergence Algorithms for approxima...
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166

Multirational function approximation via linear programming
Nikos Papamarkos
Applied Mathematics and Computation. 75:75-89

multireal rational funct... Approximation by rationa... numerical examples 0209 industrial biotechn... algorithm Algorithms for approxima...
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167

Approximation by translates of refinable functions
Christopher Heil ; Vasily Strela ; Gilbert Strang
Numerische Mathematik. 73:75-94

multiwavelets Algorithms for approxima... translates of refinable... 0202 electrical engineer... finite elements General harmonic expansi...
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168

Extrapolation algorithms and Padé approximations: a historical survey: Extrapolation algorithms and Padé approximations: A historical survey
Claude Brezinski
Applied Numerical Mathematics. 20:299-318

History of mathematics i... Extrapolation to the lim... Richardson extrapolation Shanks' transformation historical survey \(E\)-algorithm
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169

On the construction of one-dimensional iterative maps from the invariant density: the dynamical route to the beta distribution: On the construction of one-dimensional iterative maps from the invariant density: The dynamical route to the beta distribution.
Fotis K. Diakonos ; Peter Schmelcher
Physics Letters A. 211:199-203

Dynamical systems involv... Algorithms for approxima... 0103 physical sciences Topological dynamics 01 natural sciences
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170

Two-point Padé approximants for the expansions of Stieltjes functions in real domain
Stanisław Tokarzewski
Journal of Computational and Applied Mathematics. 67:59-72

Continued fractions Applied Mathematics continued fractions 02 engineering and techn... 01 natural sciences Computational Mathematic...
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171

On the quality of algorithms based on spline interpolation
Helmut Brass
Numerical Algorithms. 13:159-177

Algorithms for approxima... optimal algorithm continuous linear functi... periodic spline interpol... 0101 mathematics Numerical quadrature and...
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172

A multiple-precision division algorithm
David M. Smith
Mathematics of Computation. 65:157-163

multiple-precision divis... Roundoff error Algorithms for approxima... multiple-precision arith... 0202 electrical engineer... 02 engineering and techn...
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173

Expansion and estimation of the range of nonlinear functions: Expansion and estimation of the range of bonlinear functions
Siegfried M. Rump
Mathematics of Computation. 65:1503-1512

Algorithms for approxima... Interval and finite arit... verification algorithms 0211 other engineering a... 02 engineering and techn... 0101 mathematics
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174

A Domain Decomposition Method for the Polar Factorization of Vector-Valued Mappings: A domain decomposition method for the polar factorization of vector-valued mappings
J.-D. Benamou
SIAM Journal on Numerical Analysis. 32:1808-1838

convex function domain decomposition Combinatorial optimizati... convergence Algorithms for approxima... polar factorization
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175

Computation of nonlinear functionals in particle methods
Klar, Axel
Computing. 55:207-221

numerical examples convergence Mott-Smith distributions Kinetic theory of gases... Monte Carlo methods error estimate
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176

Vector Orthogonal Polynomials and Least Squares Approximation: Vector orthogonal polynomials and least squares approximation
Adhemar Bultheel ; Marc Van Barel
SIAM Journal on Matrix Analysis and Applications. 16:863-885

Approximation by rationa... Algorithms for approxima... Numerical interpolation 0101 mathematics Approximation in the com... discrete least squares
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177

The Adaption Problem for Nonsymmetric Convex Sets: The adaptation problem for nonsymmetric convex sets
Novak, E.
Journal of Approximation Theory. 82:123-134

Gelfand widths convex functions Mathematics(all) Numerical Analysis convex sets Applied Mathematics
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178

On quasi-interpolation by radial basis functions with scattered centres
M. D. Buhmann ; Nira Dyn ; David Levin
Constructive Approximation. 11:239-254

Spline approximation Algorithms for approxima... Multidimensional problem... Numerical smoothing, cur... Rate of convergence, deg... radial basis functions
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179

The polynomial approximation in the finite element method
DE MARCHI, STEFANO ; M. MORANDI
Journal of Computational and Applied Mathematics. 57:99-114

Shape functions barycentric coordinates triangular shape Applied Mathematics finite element method Finite element, Rayleigh...
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180

A study of approximate polynomials, I —Representation and arithmetic: A study of approximate polynomials. I: Representation and arithmetic
Tateaki Sasaki
Japan Journal of Industrial and Applied Mathematics. 12:137-161

numerical examples division algorithm Algorithms for approxima... Numerical interpolation approximate polynomials 0102 computer and inform...
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