Thomas Hangelbroek, Ph.D.
Affiliations: | 2007 | University of Wisconsin, Madison, Madison, WI |
Area:
MathematicsGoogle:
"Thomas Hangelbroek"Parents
Sign in to add mentor| Amos Ron | grad student | 2007 | UW Madison | |
| (Approximation by scattered translates of the fundamental solution of the biharmonic equation on bounded domains.) | ||||
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Publications
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| Hangelbroek T, Narcowich FJ, Rieger C, et al. (2017) An inverse theorem for compact Lipschitz regions in ℝ^{} using localized kernel bases Ieee Communications Magazine. 87: 1949-1989 |
| Hangelbroek T, Lauve A. (2014) The polyharmonic Dirichlet problem and path counting Journal Des Mathematiques Pures Et Appliquees. 102: 449-481 |
| Fuselier E, Hangelbroek T, Narcowich FJ, et al. (2014) Kernel based quadrature on spheres and other homogeneous spaces Numerische Mathematik. 127: 57-92 |
| Fuselier E, Hangelbroek T, Narcowich FJ, et al. (2013) Localized bases for kernel spaces on the unit sphere Siam Journal On Numerical Analysis. 51: 2538-2562 |
| Hangelbroek T, Levesley J. (2013) On the density of polyharmonic splines Journal of Approximation Theory. 167: 94-108 |
| Hangelbroek T. (2012) The penalized lebesgue constant for surface spline interpolation Proceedings of the American Mathematical Society. 140: 173-187 |
| Hangelbroek T. (2012) On local RBF approximation Advances in Computational Mathematics. 37: 285-299 |
| Hangelbroek T, Narcowich FJ, Ward JD. (2012) Polyharmonic and Related Kernels on Manifolds: Interpolation and Approximation Foundations of Computational Mathematics. 12: 625-670 |
| Hangelbroek T, Madych W, Narcowich F, et al. (2012) Cardinal Interpolation with Gaussian Kernels Journal of Fourier Analysis and Applications. 18: 67-86 |
| Hangelbroek T, Narcowich FJ, Sun X, et al. (2011) Kernel approximation on manifolds II: The L ∞ norm of the L 2 projector* Siam Journal On Mathematical Analysis. 43: 662-684 |