Famous Jeremy Van Horn Morris 2024

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The university of texas at austin, 2007 supervisor: We study the topology of exact and stein fillings of the canonical contact structure on the unit cotangent bundle of a closed surface , where is at least 2. Dolores margaret richard spikes → 2 responses to a quick comparison of.

Princeton/Ias Symplectic Geometry Seminar Topic:

University of texas, university of arkansas, georgia institute of technology, national science foundation, the betsy middleton and john clark sutherland dean's chair in. For overtwisted manifolds, there is no bound on the giroux torsion. In this paper we discuss the change in contact structures as their supporting open book decompositions have their binding components cabled.

Faculty Mathematical Sciences Jv002@Uark.edu Associate Professor.

Fillings of unit cotangent bundles. In particular, we prove a uniqueness theorem asserting that any stein filling must. In this case, there is a statement completely contrary to the uniqueness of the theorem 4.1.

Jeremy Van Horn Morris Affiliation:

College students, and high school students who think they may be potential math geniuses. We use cookies to analyze web traffic and to improve your browsing experience; It turns out that the monodromy of a lefschetz fibration f:

Professor In The Mathematics Department At University Of Arkansas.

Stein fillings of cotangent bundles of surfaces speaker: Jeremy van horn morris | professors | university of arkansas. Mathematics department hires geometric topology expert.