On the singular Weinstein conjecture and the existence of escape orbits for b-Beltrami fields
On the singular Weinstein conjecture and the existence of escape orbits for b-Beltrami fields
Motivated by Poincar\'e's orbits going to infinity in the (restricted) three-body (see [26] and [6]), we investigate the generic existence of heteroclinic-like orbits in a neighbourhood of the critical set of a $b$-contact form. This is done by using the singular counterpart [3] of Etnyre--Ghrist's contact/Beltrami correspondence [9], and genericity …