I am a postdoctoral researcher at the Faculty of Mathematics of the University of Vienna in the Combinatorics group directed by C. Krattenthaler. I obtained my PhD from the Department of Mathematics of the University of Athens under the supervision of C. A. Athanasiadis.

myrto.kallipoliti -at- univie.ac.at
Fakultät für Mathematik, Universität Wien
Garnisongasse 3, 1090 Vienna, Austria

Jan '11 - now
• Postdoctoral Researcher. University of Vienna, Austria.
Aug '10 - Dec '10
• Junior Research Fellow. Erwin Schrödinger International Institute for Mathematical Physics (ESI), Vienna, Austria.
Jun '06 - Jun '10
• Ph.D. in Mathematics. Thesis: Combinatorics and Topology of the Absolute Order on a Finite Coxeter Group. Supervisor: C. A. Athanasiadis. University of Athens, Greece.
Oct '03 - Jun '06
• Master of Science in Pure Mathematics. Thesis: Topological characterization of the plane. Supervisor: P. Papasoglu. University of Athens, Greece.
Oct '98 - Jun '03
• Diploma in Mathematics. University of Athens, Greece.

• M. Kallipoliti and M. Kubitzke, Double homotopy Cohen-Macaulayness for the poset of injective words and the classical NC-partition lattice (extended abstract), to appear in Proceedings of FPSAC 2011, Discr. Math. Theoret. Comput. Science, (2011).
• M. Kallipoliti, The Absolute Order on the Hyperoctahedral Group, to appear in Journal of Algebraic Combinatorics, arXiv:1002.0440.
• M. Kallipoliti, The Absolute Order on the Hyperoctahedral Group (extended abstract), in Proceedings of FPSAC 2009, Discr. Math. Theoret. Comput. Science, (2009), pp. 503–514.
• C.A. Athanasiadis and M. Kallipoliti, The Absolute Order on the Symmetric Group, Constructible Partially Ordered Sets and Cohen-Macaulay Complexes, Journal of Combinatorial Theory Series A, Vol. 115, (2008), pp. 1286–1295.
• M. Kallipoliti and P. Papasoglu, Simply Connected Homogeneous Continua are not Separated by Arcs, Topology and its Applications, Vol. 154, Issue 17, (2007), pp. 3039–3047.
in preparation
• M. Kallipoliti and P. Papasoglu, A new topological characterization of the plane.