Richard Hind webpage (in production)
Address: Department of
Mathematics,
Email: mailto:hind.1@nd.edu
Second Illinois-Indiana Symplectic Geometry
Conference
Department of Mathematics, Notre Dame
Classes for
fall 2011
Complex
analysis.
Publications
and Preprints
Filling by holomorphic
disks with weakly pseudoconvex boundary conditions, Geom. Funct. Anal., 7(1997), 462-495.
Holomorphic filling of
RP^3, Commun.
Comtemp. Math., 3(2000), 349-363.
Symplectic geometry and
the uniqueness of Grauert tubes, (with D. Burns), Geom. Funct. Anal., 11(2001),
1-10.
Antiholomorphic
involutions on Stein manifolds, Intern. J. of Math., 14(2003), 479-487.
The geometry of Grauert
tubes and complexifications of symmetric spaces, (with D. Burns and
Stein fillings of Lens
spaces, Commun.
Comtemp. Math., 5(2003), 967-982.
Lagrangian spheres in S^2
x S^2, Geom.
Funct. Anal., 14(2004), 303-318.
Symplectic
rigidity for Anosov hypersurfaces,(with D. Burns), J.
Ergodic Theory and Dynamical Systems, 26(2006), 1399-1416.
Symplectic
hypersurfaces in CP^3, Proc. of the Amer. Math. Soc., 134(2006), 1205-1211.
Lagrangian
spheres in Stein surfaces, to appear in Asian J. Math.
Isotopies
of high genus Lagrangian surfaces, (with A. Ivrii),
preprint.
Contact
homology and Lens spaces (with M. Schwarz), preprint.
Symplectic
capacities of domains in Euclidean space, International Math. Research Notices,
2006.
Cubulations
of symplectic 4-manifolds, preprint.
Ruled
4-manifolds and isotopies of symplectic surfaces, (with A. Ivrii), Math
Zeit., 265(2010), 639-652.
Existence
and stability of foliations by J-holomorphic spheres, (with J. von Bergmann),
Ann. Global Anal. Geom., 37(2010), 413-427.
New
obstructions to symplectic embeddings, (with
Hamiltonian
displacement of bidisks inside cylinders, preprint.
Symplectic embedding of
ellipsoids in dimension greater than four, (with O. Buse), Geom. And Top.,
15(2011), 2091-2110.
Ellipsoid embeddings and
symplectic packing stability, (with O. Buse), preprint.
On non-pure forms on
almost-complex manifolds, (with C. Medori and A. Tomassini), to appear in Proc. of
the Amer. Math. Soc.
Embeddings
of polydisks, (with