Editorial Board for section 'D1: Probability and Statistics'
- A: Algebra and Logic Section
- B: Geometry and Topology Section
- C: Mathematical Analysis Section
- C1: Difference and Differential Equations Section
- C2: Dynamical Systems Section
- C4: Complex Analysis Section
- D: Statistics and Operational Research Section
- D1: Probability and Statistics Section
- D2: Operations Research and Fuzzy Decision Making Section
- E: Applied Mathematics Section
- E1: Mathematics and Computer Science Section
- E2: Control Theory and Mechanics Section
- E3: Mathematical Biology Section
- E4: Mathematical Physics Section
- E5: Financial Mathematics Section
- E6: Functional Interpolation Section
Please see the section webpage for more information on this section.
Please note that the order in which the Editors appear on this page is alphabetical, and follows the structure of the editorial board presented on the MDPI website under information for editors: editorial board responsibilities.
Members
2. Department of Computer Science and Information Theory, Budapest University of Technology and Economics, Budapest, Hungary
3. Department of Quantitative Methods, University of Pannonia, Veszprem, Hungary
Interests: random walks; Markov chains; causality; diffusion; fractals; networks; mathematical models in computational neuroscience
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Interests: random matrices; strong mixing condition; limit theorems; circular law
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Interests: probability and statistics; large and precise deviations; concentration inequalities; Stein's method; point processes; stochastic simulation; random graphs
Interests: statistical analysis and modeling; time series analysis and forecasting systems; reliability analysis—ordinary and Bayesian; ecology-biostatistics/biomathematics; stochastic differential games; stochastic differential and integral systems; mathematical and statistical modeling of global warming
2. Faculty of Computer Science, National Research University—Higher School of Economics, 167005 Moscow, Russia
Interests: limit theorems of probability theory; vector-valued random variables; weak limit theorems; Gaussian processes; appoximations in statistics; transforms of probability distributions
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Interests: probability; stochastic processes; stochastic modeling; applied probability; financial mathematics; stochastic analysis; mathematical finance; Markov chains; Markov processes; option pricing
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Interests: statistics; multivariate analysis; data visualization; biplot; binary data; categorical data; dimension reduction methods
Interests: functional data analysis; longitudinal data analysis; Gaussian process modelling; mortality modelling
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2. Department of Mathematics, Swansea University, Singleton Park, Swansea SA2 8PP, UK
Interests: stochastic analysis; functional inequalities; stochastic methods in Riemannian manifolds
Interests: estimation in nonlinear models; measurement error; boundary crossing probability; first passage time; statistical computation
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Interests: recurrent event data analysis; machine learning; risk analysis; security analysis
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Interests: nonparametric statistics; computational statistics; functional data analysis; machine learning; computational neuroscience; biomedical signal processing
Interests: survival analysis; statistical machine learning; network model; model selection; empirical likelihood; statistical genetics
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Interests: statistical inferences on data in separate metric spaces; high-dimensional data analysis; functional data analysis; beherens-fisher problems for ANOVA and MANOVA'; nonparametric mixed-effects modeling in longitudinal data analysis; nonparametric techniques in medical applications
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Interests: big data; fractals; climate change; environmental evolution
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Interests: stochastic analysis; stochastic (partial) differential equations; stochastic dynamical systems; ergodic theory
Interests: statistical seismology; Bayesian inversion; point process; statistical forecast; spatial statistics
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