\addtolength\textwidth0mm\addtolength\hoffset0mm\addtolength\textheight0mm\addtolength\voffset0mm\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long\global\long

2 – Proj | SmoothRationalCurves


Let GS be a gram matrix of S.
Let P0 be a known ample class.
Let m be an integer.

SmoothRationalCurves takes this data as input and returns the set of classes C of smooth rational curves on X such that C,P0S<m.