Martin Markl

collaborators

2 papers

math.AT2024

Transfers of $A_{\infty}$ - and other homotopy structures as Grothendieck bifibrations

Martin Markl

We show that the functor which assigns to an A-infinity morphism between isotopy classes of A-infinity algebras whose linear part is a chain homotopy equivalence its underlying cha…

math.AT2024

Strong minimal model theorem and Massey products

Martin Markl

Kadeishvili's minimal model theorem establishes the existence of an $A_{\infty}$ -structure, unique up to isomorphism, on the cohomology of a dg associative algebra, which captures it…

Transfers of A∞​- and other homotopy structures as Grothendieck bifibrations

Strong minimal model theorem and Massey products

Transfers of $A_{\infty}$ - and other homotopy structures as Grothendieck bifibrations