** Lecture notes (in Greek):**

- A second course in probability.
- Introduction to stochastic calculus. (March 2020 edition)

** Research interests: **
Probability theory, Statistical mechanics.

** Research:**

- Diffusion in random environment and the renewal theorem. Ann. Probab., 33 (5) (2005), 1760-1781.
- One-dimensional diffusion in an asymmetric environment. Ann. Inst. H. Poinc., Probab. and Stat., 42 (6) (2006), 715-726.
- A note on recurrent random walks. Stat. and Probab. Letters, 76 (2006), 1025-1031.
- Localization of favorite points for diffusion in random environment. Stochastic Process. Appl., 118 (7) (2008), 1159-1189.
- The spectrum of the random environment and localization of noise . With Balint Virag. Probab. Theory and Related Fields, 148, No. 1-2, (2010), 141-158.
- Variational characterization of the critical curve for pinning of random polymers . With Frank den Hollander. Ann. Probab., 41 (3B) (2013), 1767-1805.
- Patterns in Sinai's walk. With Balint Virag. Ann. Probab., 41 (3B) (2013), 1900-1937.
- Metastable states in Brownian energy landscape . Ann. Inst. H. Poinc., Probab. and Stat., 51 (3) (2015), 917-934.
- Exact speed and transmission cost in a simple one-dimensional wireless delay-tolerant network . With I. Kontogiannis, M. Loulakis, S. Toumpis. In Information Theory (ISIT), 2017 IEEE International Symposium on, pp. 476-480. IEEE, 2017.
- Triangular random matrices and biorthogonal ensembles . Stat. and Probab. Letters, 134 (2018), 36-44.
- The random pinning model with correlated disorder given by a renewal set . With Yuki Chino and Julien Poisat. Annales Henri Lebesgue, 2 (2019), 281-329.
- On sequential maxima of exponential sample means, with an application to ruin probability . With N. Papadatos. Electron. Commun. Probab., 24 (2019), paper no. 74.
- A simple network of nodes moving on the circle. With I. Kontogiannis, M. Loulakis, S. Toumpis. Random Struct. Alg., 57 (2020), 317-338.
- Functional limits theorems for the Polya and q-Polya urns.
With D. Kouloumpou. Submitted.

** Athens Probability Colloquium **

Athens Probability Colloquium a one day meeting devoted to probability and takes place once every academic year, usually in May.
The pages of the meetings that took place so far are here:
2012,
2014,
2015,
2016 ,
2017,
2018 ,
2019 .