2<i>π</i>–grafting and complex projective structures, I
2<i>π</i>–grafting and complex projective structures, I
Let S be a closed oriented surface of genus at least two.Gallo, Kapovich and Marden asked whether 2 -grafting produces all projective structures on S with arbitrarily fixed holonomy (the Grafting conjecture).In this paper, we show that the conjecture holds true "locally" in the space Ᏻᏸ of geodesic laminations on …