Momchil Konstantinov

most citedHigher rank local systems in Lagrangian Floer theory

7 citations · 7 across the 1 of their papers we have counts for

collaborators

2 papers

math.SG2018

Monotone Lagrangians in $CP^{n}$ of minimal Maslov number $n + 1$

Momchil Konstantinov, Jack Smith

We show that a monotone Lagrangian $L$ in $CP^{n}$ of minimal Maslov number $n + 1$ is homeomorphic to a double quotient of a sphere, and thus homotopy equivalent to $\mathb…

math.SG2017★ 7 cited

Higher rank local systems in Lagrangian Floer theory

Momchil Konstantinov

We extend Floer theory for monotone Lagrangians to allow coefficients in local systems of arbitrary rank. Unlike the rank 1 case, this is often obstructed by Maslov 2 discs. We stu…

Monotone Lagrangians in CPn of minimal Maslov number n+1

Higher rank local systems in Lagrangian Floer theory

Monotone Lagrangians in $CP^{n}$ of minimal Maslov number $n + 1$