2604.01285 The Minimal Model Program for Kähler Threefolds Terminates After at Most 2^{20} Flips
We establish a new result in algebraic geometry and combinatorics: the minimal model program for kähler threefolds terminates after at most 2^{20} flips. Our proof introduces a novel filtration technique combined with deformation-theoretic arguments that resolve a long-standing open question in the field.