Annual Reviews

output

20122018

most citedBest approximation on semi-algebraic sets and k-border rank approximation of symmetric tensors

17 citations

researchers with a paper here

Małgorzata Stawiska3 · h 5
Y. Okuyama2 · h 11
C. Fefferman1 · h 1
Dao-Yi Xu1 · h 35
G. Fairweather1 · h 40
Haixiang Zhang1 · h 24
S. Damelin1 · h 16
S. Friedland1 · h 43
V. Kurta1 · h 7
Xue-Hua Yang1 · h 24

collaborating institutions

Kyoto Institute of TechnologyJP2 papers
American Mathematical SocietyUS1 paper
Central South UniversityCN1 paper
Hunan Normal UniversityCN1 paper
Key Laboratory of Computing and Stochastic Mathematics (Ministry of Education)CN1 paper
Princeton UniversityUS1 paper
University of Illinois ChicagoUS1 paper
University of MichiganUS1 paper

Showing 2015Show all

2 papers · 1 filter

math.NT2015

On a characterization of polynomials among rational functions in non-archimedean dynamics

Yûsuke Okuyama, Małgorzata Stawiska

We study a question on characterizing polynomials among rational functions of degree $> 1$ on the projective line over an algebraically closed field that is complete with respect to…

math.CA2015★ 1 cited

On the Whitney distortion extension problem for $C^{m} (R^{n})$ and $C^{\infty} (R^{n})$ and its applications to interpolation and alignment of data in $R^{n}$

S. B Damelin, C. Fefferman

In this announcement we consider the following problem. Let $n, m \geq 1$ , $U \subset R^{n}$ open. In this paper we provide a sharp solution to the following Whitney distortion e…

On a characterization of polynomials among rational functions in non-archimedean dynamics

On the Whitney distortion extension problem for Cm(Rn) and C∞(Rn) and its applications to interpolation and alignment of data in Rn

On the Whitney distortion extension problem for $C^{m} (R^{n})$ and $C^{\infty} (R^{n})$ and its applications to interpolation and alignment of data in $R^{n}$