We define a unital -category whose objects are exact Lagrangian cobordisms in the symplectization of , with negative cylindrical ends over Legendrians equipped with augmentations. The morphism spaces are given in terms of Floer complexes which are versions of the Rabinowitz Floer complex defined by Symplectic Field Theory (SFT) techniques.
Cite this article
Noémie Legout, -category of Lagrangian cobordisms in the symplectization of . Quantum Topol. 14 (2023), no. 1, pp. 101–200DOI 10.4171/QT/179