MathDB3 problems
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Schmutz Schaller's simple-length multiplicity conjecture for once-punctured tori
Schmutz Schaller's conjecture. The multiplicity of the simple length spectrum is bounded above by :
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Rivin's bounded multiplicity conjecture for simple length spectra
Rivin's conjecture. The multiplicity in the simple length spectrum is bounded above by a constant depending only on the topology of the surface.
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Mirzakhani's maximal leading coefficient conjecture for the modular torus
Mirzakhani's maximality conjecture. The leading coefficient is maximal, equivalently, the area of the unit ball is minimal, for the modular torus.