6 citations · 10 across the 3 of their papers we have counts for
3 papers
math.SG2009★ 4 cited
Embedded H-holomorphic maps and open book decompositions
Jens von Bergmann
We investigate nicely embedded H--holomorphic maps into stable Hamiltonian three--manifolds. In particular we prove that such maps locally foliate and satisfy a no--first--intersec…
math.SG2009★ 6 cited
Compactness results for H-holomorphic maps
Jens von Bergmann
H-holomorphic maps are a parameter version of J-holomorphic maps into contact manifolds. They have arisen in efforts to prove the existence of higher--genus holomorphic open book d…
math.SG2008
Existence and stability of foliations by J-holomorphic spheres
R. Hind, J. von Bergmann
We study the existence and stability of holomorphic foliations in dimension greater than 4 under perturbations of the underlying almost complex structure. An example is given to sh…