On the monodromy of almost toric fibrations on the complex projective plane

TL;DR

This paper investigates the monodromy properties of almost toric Lagrangian fibrations on the complex projective plane, providing insights into their geometric and topological structure.

Contribution

It offers a detailed description of the monodromy in almost toric fibrations on the complex projective plane, a topic not extensively covered before.

Findings

Monodromy characterized for almost toric fibrations

Insights into the topology of the fibrations

Potential applications to symplectic geometry

Abstract

The monodromy of almost toric Lagrangian fibrations on the complex projective plane is described.