M.Sc. Theses
Anastasiou Panagiota. Dissertation Title: "Stochastic Models Applied to Consumer Behavior and the Analysis of Brand Switching Data via Latent Class Analysis", ISBN: 960-7929-70-5
Supervisor: J. Panaretos, Professor.
External Examiner: David J. Bartholomew, Professor, London School of Economics, ENGLAND.
Andritsos Ioannis. Dissertation Title: "The Age Pattern of Mortality in Balkan Countries: Comparisons Over Time and Space", ISBN: 960-8287-01-4
Supervisor: A. Kostaki, Lecturer.
External Examiner: Peter Congdon, Professor, Department of Geography, Queen Mary and Westfield College, University of London, ENGLAND.
Apostolakis Nikolaos. Dissertation Title: "Insurance Applications of Statistics (Tariff Classification in Auto Insurance)", ISBN: 960-7929-00-4.
Supervisor: N. Frangos, Associate Professor.
External Examiner: Dr. A.W.Kemp, School of Mathematical and Computational Sciences, University of St. Andrews Scotland.
Publications - Conferences
Panaretos, J. (2009). "The Impact of the Crisis on Education at Governmental Level: Centralised vs. Decentralised Educational Systems". Paper presented at the OECD Conference, "Higher Education at a Time of Crisis, Challenges and Opportunities". Copenhagen, June 2009.
Panaretos, J. (2009). "The Greek Educational System: Lost Opportunities and new Directions". Annual Conference of the Confederation of Greek Tutors. Keynote Speaker. Thessaloniki, 27-28 June 2009.
Panaretos, J. and Malesios, C. (2009). "Assessing Scientific Research Performance and Impact with Single Indices". Scientometrics, vol. 81 (3), pp. 635-670. (Abstract)
Technical Reports
C. De Michele & H. Pavlopoulos (May 2014). On the variance-scale plot of intermittent time series, its ranges of scales, and applications to rainfall series.
H. Pavlopoulos & W. Krajewski (December 2013). A diagnostic study of spectral multiscaling on spatio-temporal accumulations of rainfall fields based on radar measurements over Iowa.
A. Kostaki (December 2013). Dealing with inaccuracies and limitations of empirical mortality data of small populations.