Google Scholar.
Paley Wiener-Scattering:
[1] S. B. Damelin and A. J Devaney, Local
Paley Wiener theorems, Proceedings of Inverse Problems Symposium, East
Lansing, Michigan, pp 1-12, June 2007.
[2] S. B. Damelin and A. J. Devaney, Local
Paley Wiener theorems for analytic functions on the unit sphere, Inverse
Problems, (23)(2)(2007), pp 463-475.
Multidimensional approximation theory in Euclidean space and
space induced by compact groups and via compact group actions,
Whitney extensions, manifold-hypermanifold learning.
[8] On Whitney extensions of bi-Lipschitz maps, Euclidean motions, BMO, Variety Approximation,
Well separation and Procrustes in R^D: An exposition of joint work with Charles Fefferman, in preparation.
[7] S. B. Damelin, D. L. Ragozin
and M. Werman,
On Min-Max affine
approximants of real valued convex/concave
functions from R^k, arxiv 1812.02302.
[6] Preprint 1. S.B. Damelin and C. Fefferman, On bi-Lipschitz Whitney
Extensions, Part 1.
[5] Preprint 2. S.B. Damelin and C. Fefferman, On bi-Lipschitz Whitney
Extensions, Part 2.
[4] Preprint 3. S.B. Damelin and C. Fefferman, On bi-Lipschitz Whitney
Extensions, Part 3.
[3] C. Fefferman, S. B. Damelin, BMO
Theorems for $\varepsilon$ distorted diffeomorphisms from $\mathbb R^D$ to
$\mathbb R^D$ with applications to manifolds of speech and sound, Involve,
a Journal of Mathematics 5-2 (2012), 159--172.
[2] N. Charalambides,
S. B. Damelin and B. Swartz, Isometries and Equivalences Between
Point Configurations, Extended To $\varepsilon$-diffeomorphisms,
arxiv 1705.06146
[1] D. Greenblatt and S.B. Damelin,
Laminar boundary layers subject
to high frequency travelling--wave fluctuations, AJAA Journal., Vol. 31,
5 (1993), pp 957--959.