4 citations · 4 across the 3 of their papers we have counts for
4 papers
Moduli of atoms of complex projective varieties
Maxim Kontsevich, Szilard Szabo
The category of constituent pieces of Dubrovin connection of varieties is introduced and shown to be representable in affine space.
The Geometric P=W conjecture in the Painlevé cases via plumbing calculus
András Némethi, Szilárd Szabó
We use plumbing calculus to prove the homotopy commutativity assertion of the Geometric P=W conjecture in all Painlevé cases. We discuss the resulting Mixed Hodge structures on Dol…
Perversity equals weight for Painlevé spaces
Szilárd Szabó
We provide further evidence to the conjecture of de Cataldo, Hausel and Migliorini, by checking it in the Painlevé cases. Namely, we compare the perverse Leray filtration ind…
Nahm transformation for parabolic integrable connections on the projective line -- case of generic regular graded residues
Szilárd Szabó
We give a de Rham interpretation of Nahm's transform for certain parabolic harmonic bundles on the projective line and compare it to minimal Fourier--Laplace transform of $\mathcal…