128 citations · 577 across the 43 of their papers we have counts for
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math.SG2008
Floer homology on the extended moduli space
Ciprian Manolescu, Christopher Woodward
Starting from a Heegaard splitting of a three-manifold, we use Lagrangian Floer homology to construct a three-manifold invariant, in the form of a relatively Z/8-graded abelian gro…
math.SG2006
Link homology theories from symplectic geometry
Ciprian Manolescu
For each positive integer n, Khovanov and Rozansky constructed an invariant of links in the form of a doubly-graded cohomology theory whose Euler characteristic is the sl(n) link p…
math.SG2004★ 1 cited
Nilpotent slices, Hilbert schemes, and the Jones polynomial
Ciprian Manolescu
Seidel and Smith have constructed an invariant of links as the Floer cohomology for two Lagrangians inside a complex affine variety Y. This variety is the intersection of a semisim…