UOP staff
STAVROGIANNIS STAVROS
PROFESSOR
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
Ε-mail: s.stavrogiannis (at) uop (dot) gr
Phone: 27210-45-303
Scientific Interest:
  • Applied Mathematics and Computation in Physical sciences, Social sciences and Finance.
  • Computational mathematics and nonlinear algorithms.
  • Chaotic systems, fractals & multifractals dimensions in Physical Sciences and Finance.
  • Financial econometrics, mathematical finance, quantitative finance, financial engineering.
  • Portfolio theory and market risk management.