CV

RESEARCH POSITIONS

10/2020 - now Postdoctoral fellow, University of Crete, Department of Mathematics and Applied Mathematics. Advisor: M. Kolountzakis
Fall 2020 Visiting researcher, University of Orleans, Institut Denis Poisson, Scholarship program SSHN 2020. Advisor: J.-Ph. Anker

EDUCATION

PhD (2020), Aristotle University of Thessaloniki, Department of Mathematics.

Supervisor: 07/2017-03/2020, Prof. Michel Marias,

03/2020- 07-2020, Assist. Prof. Anestis Fotiadis

Thesis: “Harmonic Analysis on locally symmetric spaces, Damek-Ricci spaces and homogeneous trees (.pdf )’’.

MSc, Postgraduate program on Pure Mathematics, Aristotle University of Thessaloniki, Department of Mathematics.
BSc in Mathematics, Aristotle University of Thessaloniki, Department of Mathematics.

RESEARCH INTERESTS

Hyperbolic geometry, Analysis on manifolds, Symmetric and locally symmetric spaces, Harmonic AN spaces, Heat kernel, Lie groups, Multipliers, Harmonic analysis on euclidean and non-euclidean settings, Analysis on graphs/ homogeneous trees, Harmonic maps.

RESEARCH

Papageorgiou E., Oscillating multipliers on symmetric and locally symmetric spaces, Canad. J. Math. (2021). Online version
Papageorgiou E., Riesz means on homogeneous trees, Concr. Oper., 8 (2021), no.1 (2021). Online version
Fotiadis A. and Papageorgiou E., Riesz means on symmetric spaces, J. Math. Anal. Appl., 499 (2021), no.1. Online version
Papageorgiou E., Oscillating multipliers on rank one locally symmetric spaces, J. Math. Anal. Appl., 494 (2021), no.1. Online version
Fotiadis A. and Papageorgiou E., Littlewood-Paley-Stein operators on Damek-Ricci spaces, Math. Nachr., 293 (2020), no.12. Online version

TALKS

Asymptotic behavior for the heat equation on noncompact symmetric spaces, Afternoon Representation Theory ART 3, University of Lorraine, France, 15 June 2021
Oscillating multipliers on symmetric and locally symmetric spaces, Young Geometers Meeting, University of Copenhagen, Denmark, 19-23 April 2021
An introduction to multipliers on non-compact symmetric spaces and locally symmetric spaces, Ghent Methusalem Junior Seminar, Ghent, Belgium, 9 March 2021
Asymptotic behavior for the heat equation on symmetric spaces of non-compact type, Thessaloniki Analysis Seminar, Thessaloniki, Greece, 2 March 2021
Heat kernel derivatives on non-compact manifolds, Orléans seminar, Institut Denis Poisson, Orléans, France, 19 November 2020
Oscillating multipliers on symmetric and locally symmetric spaces, Analysis Summer Meeting, Thessaloniki, Greece, 27 June 2019
Oscillating multipliers on symmetric and locally symmetric spaces, Contemporary Aspects of Analysis II, Protaras, Cyprus, 6-10 May 2019
Schrödinger equations on normal real form symmetric spaces, 2nd Conference for Young Researchers in Mathematics, Ioannina, 1-2 June 2018
Heat kernel, derivative estimates and applications, Analysis Winter Meeting, Thessaloniki, 22 December 2016