Least distortion Euclidean embeddings of flat tori

Author:

Vallentin Frank1ORCID,Moustrou Philippe2ORCID

Affiliation:

1. Universität zu Köln, Germany

2. Institut de Mathèmatiques de Toulouse, France

Publisher

ACM

Reference28 articles.

1. Euclidean distortion and the sparsest cut

2. [ 2 ] I. Agarwal , O. Regev , Y. Tang , Nearly optimal embeddings of flat tori , APPROX/RANDOM 2020 . [2] I. Agarwal, O. Regev, Y. Tang, Nearly optimal embeddings of flat tori, APPROX/RANDOM 2020.

3. [ 3 ] G.E. Andrews , R. Askey , and R. Roy , Special Functions , Encyclopedia of Mathematics and its Applications 71 , Cambridge University Press , Cambridge , 1999 . [3] G.E. Andrews, R. Askey, and R. Roy, Special Functions, Encyclopedia of Mathematics and its Applications 71, Cambridge University Press, Cambridge, 1999.

4. [ 4 ] C. Bachoc, D.C. Gijswijt, A. Schrijver, F. Vallentin , Invariant semidefinite programs, pp. 219–269 in: Handbook on semidefinite, conic, and polynomial optimization (M.F. Anjos , J.B. Lasserre , eds.), Springer , 2012 . [4] C. Bachoc, D.C. Gijswijt, A. Schrijver, F. Vallentin, Invariant semidefinite programs, pp. 219–269 in: Handbook on semidefinite, conic, and polynomial optimization (M.F. Anjos, J.B. Lasserre, eds.), Springer, 2012.

5. [ 5 ] S. Borodachov Min-Max Polarization for Certain Classes of Sharp Configurations on the Sphere arXiv:2203.13756 [math.CA] [5] S. Borodachov Min-Max Polarization for Certain Classes of Sharp Configurations on the Sphere arXiv:2203.13756 [math.CA]

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