David Shea Vela-Vick Department of Mathematics Louisiana State University
Department of Mathematics Louisiana State University. Geometry Topology Today. Im currently an Assistant Professor of Mathematics at Louisiana State University. Before that, I was a NSF Postdoctoral Fellow at Columbia University. I graduated with a Ph.D. in mathematics. From the University of Pennsylvania. Back in May of 2009. While I was a graduate student, I worked under the supervision of John Etnyre. My research centers on questions in contact geometry, low-dimensional topology, knot theory and Ri.
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The website vela-vick.com was first recorded on April 13, 2007. This web site was last updated on the date of April 13, 2014. It will go back on the market on the date of April 13, 2015. It is now nine hundred and thirty-one weeks, nine days, eighteen hours, and sixteen minutes old.
REGISTERED
April
2007
UPDATED
April
2014
EXPIRED
April
2015
COMPANY LENGTH OF LIFE
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David Shea Vela-Vick Department of Mathematics Louisiana State UniversityDESCRIPTION
Department of Mathematics Louisiana State University. Geometry Topology Today. Im currently an Assistant Professor of Mathematics at Louisiana State University. Before that, I was a NSF Postdoctoral Fellow at Columbia University. I graduated with a Ph.D. in mathematics. From the University of Pennsylvania. Back in May of 2009. While I was a graduate student, I worked under the supervision of John Etnyre. My research centers on questions in contact geometry, low-dimensional topology, knot theory and Ri.PARSED CONTENT
The website had the following in the web page, "Department of Mathematics Louisiana State University." I analyzed that the web page stated " Im currently an Assistant Professor of Mathematics at Louisiana State University." They also stated " Before that, I was a NSF Postdoctoral Fellow at Columbia University. I graduated with a Ph. From the University of Pennsylvania. Back in May of 2009. While I was a graduate student, I worked under the supervision of John Etnyre. My research centers on questions in contact geometry, low-dimensional topology, knot theory and Ri."ANALYZE OTHER WEB SITES
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