Sala Seminari (Dip. Matematica).
The goal of this talk is to understand how L-infinity structures on the rational homotopy groups of a simply connected space behave with respect to the higher Whitehead products. To do so, I will give a self-contained introduction to the relevant facts of rational homotopy theory, via examples, computations and intuition. If time permits, I will sketch how cohomology algebras over a field, endowed with an A-infinity algebra structure, behave with respect to the higher Massey products. I will make the talk accessible for attendants with diverse backgrounds and minimal prerequisites, with interests in algebraic topology or homotopy theory broadly understood. Sito web: http://people.dm.unipi.it/babygeometri/