We are happy to announce, that Marta Magnani successfully defended her PhD thesis "On arc coordinates for maximal representations"!

In her thesis, Marta generalizes arc coordinates for maximal representations, especially in the case where the surface is a pair of pants and \(G =\text{PSp}(4, \mathbb{R})\). To do so, she introduces geometric parameters on the space of right-angled hexagons in the Siegel space \(\mathcal{X}\), which lead to the visualization of a right-angled hexagon as a polygonal chain inside \(\mathbb{H}^2\).

Congratulations, Marta! We wish you all the best for you future!