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Research
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Low dimensional Topology:
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Heegaard Floer homologies
contact 3-manifolds
Legendrian and transverse knots
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papers and drafts
talks
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Universal Algebra:
| Research Interest: |
Computational Complexity
Identity Checking Problem
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papers and drafts
talks
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Positions
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September 2014 - present
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CNRS,
University of Strasbourg,
Strasbourg
CR2 Researcher
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October 2012 - August 2014
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CNRS,
University of Nantes,
Nantes
CR2 Researcher
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August 2010 - January 2013
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Massachusetts Institute of Technology, Cambridge, USA
CLE Moore Instructur
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August 2009 - May 2010
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The Mathematical Sciences Research Institute, Berkeley, USA
PostDoc
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February 2009 - August 2009
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Alfréd Rényi Institute of Mathematics, Budapest, Hungary
young researcher
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Education
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September 2005 - June 2009
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Eötvös Loránd University, Budapest, Hungary
Ph.D. in Mathematics
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Thesis title:
Legendrian and transverse knots in the
light of Heegaard Floer Homology
Advisors:
András Stipsicz
and Csaba Szabó
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September 2008 - October 2008
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Georgia Institute of Technology, Atlanta, Georgia, USA
visiting graduate student
Host: John Etnyre
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October 2007 - May 2008
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Columbia University, New York, USA
visiting graduate student
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Sep-Oct 2007, May 2009
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University of Cape Town, Cape Town, South Africa
visiting graduate student
Host: David Gay
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October 2005 -- March 2006
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Swiss Federal Institute of Technology
(Eidgenössische Technische Hochschule)
Zürich, Switzerland
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September 2000 -- June 2005
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Eötvös Loránd University
Faculty of Science
Diploma in Mathematics with highest honors
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Thesis topic: Complexity of Checking Identities in 0-simple Semigroups
Advisor: Csaba Szabó
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September 1996 -- May 2000
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Fazekas Mihály Secondary School, Budapest, Hungary
Special Program in Mathematics
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Teaching
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MIT:
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Past Teaching:
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Personal
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Family:
my husband, Christoph
my daughter, Sophie birth, one, almost two
my Dad
my Mom
my brother, Robi and his family
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Photos:
on Picasa
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Hobbies:
hiking
aikido
waterpolo
snowboard, ski
soccer
boardgames:
Scrabble,
Carcassonne,
Richolet Robots
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Links:
the knot atlas
arxive GT and SG
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Last modified:
Dec 29, 2016.
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