Stamatis Pouliasis


Address

Department of Mathematics
Aristotle University of Thessaloniki
GR-54124 Thessaloniki, Greece.


Office: 3.14, 3rd floor in the new building of the School of Sciences.
E-mail: spoulias AT math.auth.gr   or   stamatispouliasis AT gmail.com  (replace AT by the @ sign)

Here is my C.V.

Education
 Advisor: Dimitrios Betsakos.

Research Interests

Potential theory and complex analysis.


Publications
  1. Invariance of Green equilibrium measure on the domain, preprint. PDF file
  2. Condenser energy under holomorphic motions, Illinois J. Math. (to appear). PDF file
  3. Condenser capacity and meromorphic functions, Comput. Methods Funct. Theory 11 (2011), No. 1, 237-245.  PDF file
  4. (with D. Betsakos), Equality cases for condenser capacity inequalities under symmetrization, submitted.
  5. (with D. Betsakos), Versions of Schwarz's lemma for condenser capacity and inner radius, Canadian Mathematical Bulletin. (to appear). PDF file

Talks
  1. Superharmonicity and harmonicity properties of condenser energy under dilation, Summer School in Conformal Geometry, Potential Theory and Applications, Maynooth, Ireland, 23-27 June 2009.
  2. Superharmonicity and harmonicity properties of condenser energy under dilation, Complex and Harmonic Analysis 2009, Archanes, Greece, 3-5 September 2009.
  3. Condenser energy under holomorphic motions, Workshop in Complex Analysis and Operator Theory, Thessaloniki, Greece, 11–16 July 2010.
  4. Condenser capacity and meromorphic functions, Analysis Seminar, Department of Mathematics, Aristotle University of Thessaloniki, 19 October 2010.
  5. Equality cases for condenser capacity inequalities under symmetrization, Complex and Harmonic Analysis 2011, Málaga, Spain, 10-14 July 2011.
  6. Versions of Schwarz's lemma for condenser capacity and inner radius, Mini-Workshop in Complex Analysis and Applications,  Faculty of Mathematics,  University of Belgrade, Serbia, 27-28 February 2012. (invited)
PhD Thesis

Condensers and geometric transformations (in greek, english overview).

Master Thesis

Theory of capacity and potential of condensers (in greek).

Slides of presentations

Superharmonicity and harmonicity properties of condenser energy under dilation.

Links

The Analysis Seminar in Thessaloniki.

The Not So Short Introduction to LATEX2e