A function f(t,y) is said to satisfy a Lipschitz condition on a set D if there exists a constant L>0 such that abs(f(t,y1)-f(t,y2)) < L*abs(y1-y2) for any y1, y2
Yo, Shelby’s got this IVP to solve, so you know she’s about to go fucking Lipschitz on the D.