A Hamiltonian-reduction recipe produces explicit singular Lagrangian fibrations on disk cotangent bundles in dimensions 4 and 6, with applications to Gromov width lower bounds.
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On singular Lagrangian fibrations and applications to symplectic embeddings I
A Hamiltonian-reduction recipe produces explicit singular Lagrangian fibrations on disk cotangent bundles in dimensions 4 and 6, with applications to Gromov width lower bounds.