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Approximation Theory and Harmonic Analysis on Spheres and Balls
Harmonic Analysis on the Simplex
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Author(s):
Feng Dai
,
Yuan Xu
Publication date
(Online):
March 5 2013
Publisher:
Springer New York
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Core Readings in Statistical Mediation Analysis
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Sub-exponentially localized kernels and frames induced by orthogonal expansions
Kamen Ivanov
,
Pencho P Petrushev
,
Yuan Xu
(2010)
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Positive Sums of the Classical Orthogonal Polynomials
George Gasper
(1977)
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The Generating Function of Jacobi Polynomials
W. N. BAILEY
(1938)
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Author and book information
Book Chapter
Publication date (Print):
2013
Publication date (Online):
March 5 2013
Pages
: 333-361
DOI:
10.1007/978-1-4614-6660-4_13
SO-VID:
a083f7a2-bec6-4652-84cc-8143f817d456
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Book chapters
pp. 1
Spherical Harmonics
pp. 29
Convolution Operator and Spherical Harmonic Expansion
pp. 53
Littlewood–Paley Theory and the Multiplier Theorem
pp. 79
Approximation on the Sphere
pp. 105
Weighted Polynomial Inequalities
pp. 127
Cubature Formulas on Spheres
pp. 155
Harmonic Analysis Associated with Reflection Groups
pp. 189
Boundedness of Projection Operators and Cesàro Means
pp. 213
Projection Operators and Cesàro Means in L P Spaces
pp. 241
Weighted Best Approximation by Polynomials
pp. 265
Harmonic Analysis on the Unit Ball
pp. 297
Polynomial Approximation on the Unit Ball
pp. 333
Harmonic Analysis on the Simplex
pp. 363
Applications
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