A maximal relative symplectic packing construction
The sharpness of the upper bound for the relative packing of a ball into the pair \((\mathbb C \mathbb P^2, \mathbb T^2_{\text{Cliff}})\) of the standard complex projective plane and the Clifford torus obtained by \textit{P. Biran} and \textit{O. Cornea} [Quantum structures for Lagrangian submanifolds (\url{arXiv:0708.4221})], is confirmed by an explicit construction of a relative symplectic packing.
scientific article; zbMATH DE number 5794628