Dominik Inauen und Nash-Kuiper - Info zur Person

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Math preprints

www.math.uni-leipzig.de

Dominik Inauen, László Székelyhidi Jr: A Nash-Kuiper theorem for $C^{1,\frac{1}{5}-δ}$ immersions of surfaces in $3$ dimensions: arxiv:

BibTeX - cvgmtcvgmt.sns.it/paper ?bibtex

cvgmt.sns.it

@Misc{ DeLInaSz\15, author = { Camillo De Lellis and Dominik Inauen and László Jr. Székelyhidi }, title = { A Nash-Kuiper theorem for $C^{1,\frac{1}{5}-\delta}$ ...

A Nash-Kuiper theorem for $C^{1,\frac{1}{5}-\delta}$ immersions of...

scirate.com

Camillo De Lellis,; Dominik Inauen,; László Székelyhidi Jr. We prove that, given a C 2 Riemannian metric g on the 2 -dimensional disk D 2 , any ...

A Nash-Kuiper Theorem for $C^{1,1/5}$ Isometric Immersions of Disks...

www.math.nyu.edu

In a joint work with Dominik Inauen and László Székelyhidi we prove that, given a C2 C 2 Riemannian metric g g on the dimensional disk, any short C1 C