activity
20062014
most citedContinuous Wavelets on Compact Manifolds

74 citations · 144 across the 14 of their papers we have counts for

collaborators

16 papers

math.FA2014

-widths and Approximation theory on Compact Riemannian Manifolds

Isaac Pesenson, Daryl Geller

We determine upper asymptotic estimates of Kolmogorov and linear -widths of unit balls in Sobolev and Besov norms in -spaces on compact Riemannian manifolds. The proofs r…

math.FA2011

Cubature formulas and discrete fourier transform on compact manifolds

Isaac Z. Pesenson, Daryl Geller

The goal of the paper is to describe essentially optimal cubature formulas on compact Riemannian manifolds which are exact on spaces of band- limited functions.

math.FA2011★ 4 cited

Kolmogorov and Linear Widths of Balls in Sobolev and Besov Norms on Compact Manifolds

Daryl Geller, Isaac Pesenson

We determine upper asymptotic estimates of Kolmogorov and linear -widths of unit balls in Sobolev and Besov norms in -spaces on smooth compact Riemannian manifolds. For c…

math.ST2010

Adaptive Nonparametric Regression on Spin Fiber Bundles

Claudio Durastanti, Daryl Geller, Domenico Marinucci

The construction of adaptive nonparametric procedures by means of wavelet thresholding techniques is now a classical topic in modern mathematical statistics. In this paper, we exte…

math.CA2010

Mixed Needlets

Daryl Geller, Domenico Marinucci

The construction of needlet-type wavelets on sections of the spin line bundles over the sphere has been recently addressed in Geller and Marinucci (2008), and Geller et al. (2008,2…

astro-ph.CO2010★ 28 cited

Introducing Mexican needlets for CMB analysis: Issues for practical applications and comparison with standard needlets

S. Scodeller, O. Rudjord, F. K. Hansen +3

Over the last few years, needlets have a emerged as a useful tool for the analysis of Cosmic Microwave Background (CMB) data. Our aim in this paper is first to introduce in the CMB…