Francesco Lin

activity

20132026

most citedLectures on monopole Floer homology

14 citations · 57 across the 21 of their papers we have counts for

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math.GT2026

Symplectic four-manifolds and hyperbolic $π$ -orbifolds

Francesco Lin, Bruno Martelli

We construct closed symplectic 4-manifolds admitting the structure of hyperbolic $π$ -orbifold, addressing LeBrun's conjecture. Our simplest example has Euler characteristic $304$ ,…

math.GT2026

Coexact $1$ -form spectral gaps of hyperbolic rational homology spheres

Francesco Lin, Michael Lipnowski

We discuss a construction of families of hyperbolic rational homology spheres with coexact $1$ -form spectral gap uniformly bounded below which is well-suited for explicit computati…

Symplectic four-manifolds and hyperbolic π-orbifolds

Coexact 1-form spectral gaps of hyperbolic rational homology spheres

Symplectic four-manifolds and hyperbolic $π$ -orbifolds

Coexact $1$ -form spectral gaps of hyperbolic rational homology spheres