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An explicit construction of a maximal relative symplectic packing of the Clifford torus

Authors
  • Buhovsky, Lev
Type
Preprint
Publication Date
Dec 04, 2009
Submission Date
Mar 19, 2008
Source
arXiv
License
Yellow
External links

Abstract

In this paper we present an explicit construction of a relative symplectic packing. This confirms the sharpness of the upper bound for the relative packing of a ball into the pair (CP^2, T^2) of the standard complex projective plane and the Clifford torus, obtained by Biran and Cornea.

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