Sílvia Anjos

collaborators

2 papers

math.SG2026

Embedding more than 8 symplectic balls in $C P^{2}$

SÃlvia Anjos, Jarek KÄdra, Martin Pinsonnault

We prove that the space of symplectic embeddings of $n \geq 1$ standard balls into the standard complex projective plane $C P^{2}$ , normalized so that a line has symp…

math.MG2025

Kinematic formulas in convex geometry for non-compact groups

SÃlvia Anjos, Francisco Nascimento

We generalize classical kinematic formulas for convex bodies in a real vector space $V$ to the setting of non-compact Lie groups admitting a Cartan decomposition. Specifically, let…

Embedding more than 8 symplectic balls in CP2

Kinematic formulas in convex geometry for non-compact groups

Embedding more than 8 symplectic balls in $C P^{2}$