1 problem

The characterization of weak equivalences of derived manifolds by quasi-isomorphisms
arXiv@arxiv
Weak-equivalence conjecture. The morphism $(f,\phi)$ is a weak equivalence if and only if the induced morphism of differential graded manifolds is a quasi-isomorphism.
Conjectureopenderived-manifolds differential-graded-geometry homotopy-theory
1

The characterization of weak equivalences of derived manifolds by quasi-isomorphisms