Born:
18.06.1951 in Krakow, Poland.
Family
status: married to Ewa, four children (Piotr, Maciej, Jan, Anna), six
grandchildren (Lukasz, Stanislaw, Weronika, Maria, Helena, Pola)
Habilitation
in mathematics, Jagiellonian University 1994
- Stochastic Navier-Stokes equations,
Awarded by the Rector of Jagiellonian University
Ph.D. in
mathematics, Jagiellonian University 1979
- Statistical solutions of the heat equation,
Awarded by the Ministry of Higher Education, Science, and Technics.
M.Sc. in
mathematics, Jagiellonian University 1974
- Ultraproducts of higher order models and nonstandard analysis,
Diploma with distinction.
EMPLOYMENT
1976-1998 Jagiellonian University
1998-2007 Nowy Sacz Graduate School of Business
2007 - AGH University of Science and Technology
TEACHING EXPERIENCE
Mathematics: Probability, Stochastic Processes, Calculus
Mathematical Finance: Credit Risk, Discrete models of financial markets, Black-Scholes theory and stochastic calculus
Finance: Foundations of Finance, Corporate Finance, Case studies in finance, Portfolio theory, Risk Management, Financial Markets, Derivative securities
MBA courses: Managerial Accounting, Corporate Finance, Risk Management (Hull University Business School, Maastricht School of Management, NLU Chicago)
Most important international conferences (papers presented):
Symposium on
Large Deviations and their Applications, Oxford 1986, `Hopf equation
for the turbulent diffusion'. Summer
Stochastics, Warwick 1987, `An approximation theorem for diffusion in
random fields'. Nonstandard
Analysis 1988, Northampton Mass. USA,
`A nonstandard approach to diffusion
in white noise'. Oberwolfach,
1990, `Statistical solutions of PDEs by nonstandard densities'. Conference
on Stochastic Partial Differential Equations, 1992, Marseille-Luminy, `Stochastic
Navier-Stokes equations'. Warwick
Symposium on Dynamical Systems, 1995, Warwick, `Stochastic fluid mechanics'. NATO Advanced
Study Institute, 1996, Edinburgh, `Applications of nonstandard analysis
to hydrodynamics.' Oberwolfach,
1999, `Stochastic flow and attractors for Navier-Stokes equations'.