S. Damelin

activity

20122025

most citedOn surface completion and image inpainting by biharmonic functions: Numerical aspects

52 citations · 58 across the 30 of their papers we have counts for

collaborators

Showing 2014Show all

3 papers · 1 filter

cs.NE2014

Fuzzy Adaptive Resonance Theory, Diffusion Maps and their applications to Clustering and Biclustering

S. B. Damelin, Y. Gu, D. C. Wunsch +1

In this paper, we describe an algorithm FARDiff (Fuzzy Adaptive Resonance Dif- fusion) which combines Diffusion Maps and Fuzzy Adaptive Resonance Theory to do clustering on high di…

math.MG2014

On the Whitney Extension-Interpolation-Alignment problem for almost isometries with small distortion in $R^{D}$

S. B Damelin, C. Fefferman

In this paper, we study the following problem. Let $D \geq 2$ , $S \subset R^{D}$ be finite and let $ϕ : S \to R^{D}$ with $ϕ$ a small distortion on $S$ . We solve the Whitney…

math.MG2014

On Smooth Whitney Extensions of almost isometries with small distortion, Interpolation and Alignment in $R^{D}$ -Part 1

S. B. Damelin, C. Fefferman

In this paper, we study the following problem: Let $D \geq 2$ and let $E \subset R^{D}$ be finite satisfying certain conditions. Suppose that we are given a map $ϕ:E\to \mathbb…

Fuzzy Adaptive Resonance Theory, Diffusion Maps and their applications to Clustering and Biclustering

On the Whitney Extension-Interpolation-Alignment problem for almost isometries with small distortion in RD

On Smooth Whitney Extensions of almost isometries with small distortion, Interpolation and Alignment in RD-Part 1

On the Whitney Extension-Interpolation-Alignment problem for almost isometries with small distortion in $R^{D}$

On Smooth Whitney Extensions of almost isometries with small distortion, Interpolation and Alignment in $R^{D}$ -Part 1