Cavalieri, Renzo, Markwig, Hannah, Ranganathan, Dhruv 　著

目次

Part I: Toric geometry and logarithmic curve counting.- Geometry of toric varieties.- Compactifying subvarieties of tori.- Points on the Riemann sphere.- Stable maps and logarithmic stable maps.- Cheat codes for logarithmic GW theory.- Part II: Hurwitz theory.- Classical Hurwitz Theory and Moduli Spaces.- Tropical Hurwitz Theory.- Hurwitz Numbers from Piecewise Polynomials.- Part III Tropical plane curve counting.- Introduction to plane tropical curve counts.- Lattice paths and the Caporaso-Harris formula.- The Caporaso-Harris formula for tropical plane curves and floor diagrams.