Infinitely many exotic monotone Lagrangian tori in CP²
Vianna, Renato
Original · EN
Related to each degeneration from CP² to CP(a²,b²,c²), for (a,b,c) a Markov triple - positive integers satisfying a² + b² + c² = 3abc - there is a monotone Lagrangian torus, which we call T(a²,b²,c²). We employ techniques from symplectic field theory to prove that no two of them are Hamiltonian isotopic to each other.
English translation
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