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math.GT2016★ 1 cited
Counting special Lagrangian fibrations in twistor families of K3 surfaces
Simion Filip
The number of closed billiard trajectories in a rational-angled polygon grows quadratically in the length. This paper gives an analogue on K3 surfaces, by considering special Lagra…
math.GT2013★ 2 cited
The Lie algebra of the fundamental group of a surface as a symplectic module
Simion Filip
This note provides a formula for the character of the Lie algebra of the fundamental group of a surface, viewed as a module over the symplectic group.