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Home > Numerical Integration: Recent Developments, Software and Applications > Quasi-Random Sequences for Optimization and Numerical Integration
Numerical Integration: Recent Developments, Software and Applications |
Patrick Keast; Graeme Fairweather
Springer Netherlands
Numerical Integration: Recent Developments, Software and Applications
Quasi-Random Sequences for Optimization and Numerical Integration
Authors

J. P. Lambert

ARI Id

1664385704648_1460695

Access

Not Available Free

Pages

193-203

DOI

10.1007/978-94-009-3889-2_20

Chapter URL

https://rd.springer.com/chapter/10.1007/978-94-009-3889-2_20

Table of Contents of Book
Showing 1 to 20 of 37 entries
Chapters/HeadingsAuthor(s)PagesInfo
Front Matter
i-xiii
The Convergence of Noninterpolatory Product Integration Rules
Philip Rabinowitz
1-16
Some Quadrature Rules for Finite Trigonometric and Related Integrals
J. N. Lyness
17-33
Modified Clenshaw-Curtis Integration and Applications to Numerical Computation of Integral Transforms
R. Piessens
35-51
Fast Generation of Quadrature Rules with Some Special Properties
T. H. Baker; M. S. Derakhshan
53-60
Quadrature Methods for the Determination of Zeros of Transcendental Functions - A Review
Nikolaos I. Ioakimidis
61-82
Computation of the Index of an Analytic Function
M. P. Carpentier
83-90
Approximate Computation of Strongly Oscillatory Integrals with Compound Precision
L. C. Hsu; Y. S. Zhou
91-101
Bounds and Approximations for the Zeros of Classical Orthogonal Polynomials. Their use in Generating Quadrature Rules
Luigi Gatteschi
103-104
Indefinite Integration Formulas Based on the Sinc Expansion
S. Haber
105-106
On Positive Quadrature Rules
Hans Joachim Schmid
107-108
Quadrature Rules with End-Point Corrections: Comments on a Paper by Garloff, Solak and Szydelko
William Squire
109-109
Comparison of Gauss-Hermite and Midpoint Quadrature with Application to the Voigt Function
William Squire
111-112
On Sequences of Imbedded Integration Rules
Philip Rabinowitz; Jaroslav Kautsky; Sylvan Elhay; John C. Butcher
113-139
Asymptotic Expansions and Their Applications in Numerical Integration
Elise de Doncker-Kapenga
141-151
Construction of Three-Dimensional Cubature Formulae with Points on Regular and Semi-Regular Polytopes
Ann Haegemans; Ronald Cools
153-163
Construction of Sequences of Embedded Cubature Formulae for Circular Symmetric Planar Regions
Ronald Cools; Ann Haegemans
165-172
On the Construction of Higher Degree Three Dimensional Embedded Integration Rules
Jarle Berntsen; Terje O. Espelid
173-174
Fully Symmetric Integration Rules for the Unit Four-Cube
T. Sorevik; T. O. Espelid
175-176
On the Construction of Cubature Formulae with Few Nodes Using Groebner Bases
H. Michael Möller
177-192
Chapters/HeadingsAuthor(s)PagesInfo
Showing 1 to 20 of 37 entries
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