Tag Archives: contact structures

Adam Saltz speaks on an annular refinement of the transverse element in Khovanov homology

In this seminar video, Adam Saltz explains a recent result of his on transverse knots. Continue reading →

Posted in Geometry and Topology Today | Tagged annular filtration, braid group, contact structures, Geometry and Topology Today, Khovanov homology, Louisiana State University, LSU, Mathematics Department, Scott Baldridge, Shea Vela-Vick, spectral sequence, transverse knots | Leave a comment

Meet Mathematician Jeremy Van Horn-Morris

Posted on 06.02.15 by Scott Baldridge

In this episode we meet mathematician Jeremy Van Horn-Morris, who talks about some geometric and visual tools used to understand questions concerning the motion of particles. Continue reading →

Posted in Geometry and Topology Today | Tagged cable knots, contact structures, Dehn twist, Geometry and Topology Today, Louisiana State University, LSU, Mapping class group, Mathematics Department, monodromy, open book decomposition, Scott Baldridge, Shea Vela-Vick, Stein fillable | 1 Comment

Tag Archives: contact structures

Adam Saltz speaks on an annular refinement of the transverse element in Khovanov homology

Meet Mathematician Jeremy Van Horn-Morris

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