Find Academic Supervisors

Andrzej NowakView profile

Professor

• Game theory
• Nash equilibria in non-zero-sum stochastic games
• Mathematical economics
• +19 more

Andrzej Nowak is a Professor at the Institute of Mathematics, University of Zielona Gora, specializing in game theory, mathematical economics, and applied mathematics with significant applications in economics and finance. His academic profile includes: Research on Nash equilibria in non-zero-sum stochastic games with constraints on player strategies Work on Recursive Utilities in Dynamic Economic Models and General Equilibrium Theory Investigations of Risk Measures in Dynamic Programming and Markovian Decision Processes Analysis of multivariate linear models and Inclusions and multivalued stochastic equations Studies of Preference models using graded and interval relations for decision support systems Professor Nowak teaches fundamental courses in game theory, mathematical economics, and mathematical foundations of economics in finance (including portfolio analysis, capital market lines, and time series). He also covers probability theory and stochastic processes with applications to economics and finance, particularly Markov chain theory and discrete-time martingales. His broader research encompasses: Approximation theory using Fourier series and summability methods Combinatorial geometry including partitions of n-dimensional space Mathematical means and their invariance properties Applications of computer science to secure data transmission and privacy standards

Ewa SynówkaView profile

Researcher

• Fixed Point Theory
• Nonlinear Analysis
• Graph Theory
• +5 more

Ewa Synówka is a researcher at the Institute of Mathematics, University of Zielona Góra , Poland. Her academic work spans interdisciplinary applications of mathematics and computer science. Research focuses on iterative methods for fixed point problems in Hilbert spaces Contributions to graph theory, particularly coloring models and combinatorial geometry Investigations into nonlinear wave propagation and stochastic equations Applications of computer science in secure data transmission and supply chain privacy She teaches advanced statistical methods, econometric modeling, and multivariate data analysis. Her work also emphasizes modern pedagogy using open-source tools for primary/secondary school outreach.

Tomasz MałolepszyView profile

Lecturer

• Nonlinear Integral Equations
• Fixed Point Theory
• Wave Propagation
• +7 more

Dr. Tomasz Małolepszy is a faculty member at the Department of Mathematics within the Faculty of Mathematics, Computer Science and Econometrics at the University of Zielona Góra. His academic work spans multiple specialized research domains in pure and applied mathematics, with particular emphasis on nonlinear analysis and mathematical modeling. His research interests form a cohesive portfolio centered around: Volterra's nonlinear integral equations (existence of nontrivial/explosive solutions, explosion time estimation) Iterative methods for fixed point problems in Hilbert spaces Nonlinear wave propagation including Korteweg-de Vries equation generalizations Game theory applications in multigenerational and stochastic contexts Approximation theory using Fourier series and orthogonal expansions His teaching portfolio demonstrates deep mathematical expertise through courses in differential equations, partial differential equations, optimization methods, mathematical programming, operational research, and numerical methods. The research profile indicates strong methodological connections between his theoretical work in operator theory on locally convex spaces and practical applications in solidification processes and data transmission security. His scientific activity bridges pure mathematics with interdisciplinary applications, particularly evident in projects involving: Secure data transmission in e-business and space communication Privacy standards for supply chain data exchange Mathematical modeling of nonlinear wave dynamics Applications of computer science in educational contexts using free tools

Jakub BilskiView profile

Assistant Professor

• Theoretical Algorithms
• Computational Complexity
• Quantum Gravity
• +18 more

Jakub Bilski is an academic at the Institute of Mathematics, University of Zielona Góra. He holds the position of Assistant Professor and is actively engaged in both teaching and research activities within the institution. His research interests span a wide range of theoretical and applied mathematical fields: Theoretical Algorithms and Computational Complexity Quantum Gravity and Theoretical Cosmology General Relativity and Gauge Theory Nonlinear Wave Propagation and Fourier Analysis Preference Models and Decision Theory Game Theory and Graph Theory Applications of Mathematics in various domains Dr. Bilski's teaching portfolio includes courses in abstract and linear algebra, theoretical algorithms and computational complexity, differential geometry and topology, discrete mathematics, mathematical methods of theoretical physics, group and representation theory, and set theory. His research profile demonstrates interdisciplinary work spanning pure mathematics, theoretical physics, and computer science applications. He is involved in the Center for Applications of Mathematics and Computer Science (OZMI), which promotes interdisciplinary collaboration in solving practical problems using advanced mathematical methods. His research contributes to key areas including sustainable energy, healthy society initiatives, and innovative technologies.

Robert DylewskiView profile

Professor

• Nondifferentiable convex optimization
• Projective methods
• Petri nets and linear programming
• +13 more

Dr. Robert Dylewski , a Professor at the Institute of Mathematics at the University of Zielona Góra, specializes in nonlinear analysis, optimization, and mathematical modeling applied to economic and ecological systems. His research spans theoretical and applied domains, with focus areas in iterative algorithms, combinatorial geometry, and nonlinear wave propagation. Key research themes include: nondifferentiable convex optimization, projective methods, Petri nets, energy efficiency, flexible production systems. Teaching activities cover optimization methods, decision theory, and operational research fundamentals. Current work explores relationships between Gaussian and Archimedes-Borchardt algorithms, nonlinear wave equations generalizing Korteweg-de Vries, stochastic solutions for nonlinear PDEs, and geometric partitions in Euclidean space. His mathematical investigations integrate topology, graph theory, and computational methods.

Anna KarczewskaView profile

Professor

• Stochastic Differential Equations
• Nonlinear Wave Propagation
• Fixed Point Theory
• +12 more

Anna Karczewska is a full-time Professor at the Institute of Mathematics , University of Zielona Góra, Poland. Her research and teaching activities span stochastic differential equations, nonlinear wave propagation, fixed point theory, and combinatorial geometry. Research Highlights : Focus on stochastic equations of Korteweg-de Vries type, multivalued stochastic inclusions, and iterative methods for fixed point problems. Applications in economics, social sciences, and biological systems. Teaching Areas : Mathematical analysis, mathematical statistics, and descriptive statistics. Her work also involves the theory of operators on locally convex spaces, approximation theory using Fourier series, and spectral theory. She contributes to projects like the EU-funded Widza Education Development Operational Programme (2014–2020), emphasizing modern teaching methods and academic-entrepreneur collaboration.

Magdalena Nockowska-RosiakView profile

Assistant Professor

• Difference equations
• Mathematical modeling
• Integral operators
• +5 more

Dr. Magdalena Nockowska-Rosiak is a research and teaching assistant professor in the Department of Mathematical Modeling at Lodz University of Technology. With over 15 years of academic career, she has established herself as a prominent researcher in difference equations, integral operators, and mathematical modeling with economic applications. Her work appears in high-impact journals including Journal of Applied Analysis & Computation, Qualitative Theory of Dynamical Systems, and Applied Mathematics and Computation. Her research primarily focuses on: Theoretical analysis of difference equations (neutral, Volterra, Sturm-Liouville types) Discretization methods for integral operators (Fredholm, Hammerstein, Urysohn) Boundary value problems on discrete domains Mathematical modeling of economic phenomena, particularly demand-inventory systems Variational inequalities related to economic equilibrium Dr. Nockowska-Rosiak's publication trajectory shows progression from foundational work on difference equations toward specialized research on discretization methods while maintaining strong connections to economic applications. Her most recent publications (2023-2025) demonstrate continued innovation in numerical methods for integral operators. She has established productive collaborations with researchers including Christian Pötzsche, Janusz Migda, and Ewa Schmeidel. She has supervised PhD student Piotr Hachuła (2018 dissertation on nonlinear systems for microeconomic modeling) and co-authored the book "An analysis of dynamics of demand-inventory model with stock-level-dependent demand" (Lodz University of Technology Publishing House, 2018). Her research has practical applications in understanding stability of equilibrium points and bifurcation phenomena in demand-inventory systems with stock-level-dependent demand.

Łukasz BalbusView profile

Professor

• Game Theory
• Stochastic Games
• Dynamic Programming
• +5 more

Łukasz Balbus is a Professor at the University of Zielona Góra's Department of Exact and Natural Sciences, with research focusing on equilibrium theory in stochastic and multigenerational games, recursive utility theory in economic models, and static/dynamic games with continuum of players. His work also spans approximation theory using Fourier series, combinatorial geometry, and iterative methods for fixed point problems. Research areas include: distinguishable coloring of graph edges, summability of Fourier series, partitions of Euclidean space, and mean invariance problems. Teaching activities: mathematical economics, econometrics, financial modeling, time series analysis, and game theory. Contact: l.balbus@im.uz.zgora.pl

Jacek BojarskiView profile

Professor

• Applied Mathematics
• Functional Analysis
• Nonlinear Analysis
• +6 more

Jacek Bojarski is a Professor at the University of Zielona Góra's Institute of Mathematics, with office location in Room 503 A-29. His academic work bridges theoretical mathematics with practical applications across multiple scientific domains. Research Profile Professor Bojarski's research spans several interconnected mathematical disciplines: Theory of operators on locally convex and Banach spaces, including integral representations and spectral theory Nonlinear analysis focusing on iterative methods, fixed point problems, and Volterra-type integral equations Game theory applications to stochastic, multigenerational, and large-scale decision systems Graph theory with emphasis on coloring problems and combinatorial structures Nonlinear wave propagation including Korteweg-de Vries equation extensions Iterative Gaussian and Archimedes-Borchardt algorithms for mean determination His work demonstrates strong connections between abstract mathematical theory and real-world applications in sustainable energy, industrial processes, and scientific modeling. Teaching and Applications Professor Bojarski teaches statistical analyses, econometrics, modeling of random phenomena, and programming with R and Python. His research is conducted through the Center for Applications of Mathematics and Computer Science (OZMI), which promotes interdisciplinary collaboration on practical problems using advanced mathematical methods. This center develops optimization techniques for sustainable energy, healthy society initiatives, and industrial processes through specialized software modeling.

Andrzej CegielskiView profile

Professor

• Iterative methods for fixed point problems
• Operator theory
• Variational inequalities
• +9 more

Andrzej Cegielski is a Professor at the Institute of Mathematics, University of Zielona Góra, Poland, with office located in room 521 A-29. His research spans multiple advanced mathematical domains with significant contributions to theoretical and applied mathematics. His primary research interests include: Iterative methods for fixed point problems and variational inequalities Properties of non-extending, regular non-extending, and strict pseudo-contracting operators Analysis of multivariate linear models and estimation of covariance parameters Game theory with focus on stochastic, multigenerational, and large games Graph theory specializing in distinguishable coloring and list-summation hypergraph coloring Theory of operators on locally convex spaces Nonlinear wave propagation and Korteweg-de Vries equation generalizations Approximation theory using Fourier series Professor Cegielski teaches courses in optimization, operational research, and iterative methods for fixed point problems. He also contributes to mathematical outreach through popular science lectures for young people, demonstrating commitment to education beyond traditional academic boundaries. His research methodology often employs coordinate-free approaches, fixed point theorems, and advanced analytical techniques across diverse mathematical applications.

Sebastian CzerwińskiView profile

Lecturer

• Additive number theory
• Combinatorial number theory
• Diophantine approximations
• +12 more

Sebastian Czerwiński is a faculty member at the University of Zielona Góra's Institute of Mathematics. He holds a doctoral degree and maintains an active research profile across theoretical and applied mathematics. His research interests include: Additive and combinatorial number theory Diophantine approximations and graph coloring Probabilistic methods and Ramsey Theory Multivariate linear models and stochastic equations Nonlinear wave propagation and Fourier series approximation Fixed point problems and combinatorial geometry Dr. Czerwiński teaches linear algebra, mathematical analysis, number theory, cryptography, and algorithmic methods while also delivering popular science lectures for school students. His work connects theoretical mathematics with practical applications through the Center for Applications of Mathematics and Computer Science (OZMI), focusing on sustainable energy, healthy society, and industrial processes. His research on iterative Gaussian algorithms and nonlinear analysis contributes to both pure mathematics and real-world problem solving across multiple disciplines.

Justyna JarczykView profile

Professor

• Functional Equations
• Invariance of Means
• Iteration Theory
• +12 more

Justyna Jarczyk is a Professor at the University of Zielona Góra, affiliated with the Department of Exact and Natural Sciences. Her research spans functional equations, invariance of means, and iteration theory, with applications in stochastic inclusions, operator theory on locally convex spaces, and nonlinear analysis. She explores preference models using graded and interval relations, game theory in stochastic and multigenerational contexts, and multivariate linear models with specialized covariance structures. Her teaching includes mathematical analysis, real and complex analysis, linear algebra, and LaTeX for technical and natural sciences students. Her scientific activity focuses on fixed point theorems in uniformly convex spaces, Volterra-type integral equations, and numerical methods for solving complex mathematical problems. She contributes to projects funded by the European Union under the Widza Education Development Operational Programme, emphasizing modern teaching and interdisciplinary collaboration.

Arkadiusz KoziołView profile

Researcher

• Nonlinear wave propagation
• Combinatorial geometry
• Game theory
• +7 more

Arkadiusz Kozioł is a researcher at the Institute of Mathematics, University of Zielona Góra, specializing in advanced mathematical methods and interdisciplinary applications. His work spans theoretical and applied domains including nonlinear wave equations, combinatorial geometry, game theory, and preference modeling. Affiliation: Institute of Mathematics, University of Zielona Góra Email: a.koziol@im.uz.zgora.pl Research Interests: Focuses on nonlinear wave propagation with applications to fluid dynamics and stochastic Korteweg-de Vries-type equations. Investigates combinatorial geometry problems like space partitioning and Minkowski decompositions. Develops preference models using interval-valued and fuzzy relations for decision support systems. Explores fixed-point iterative methods and applies game theory to multigenerational conflicts and large-scale decision-making. Teaching Activities: Teaches biostatistics, statistics, experimental design, and operational research. Integrates mathematical theory with practical applications in computer science and econometrics. Interdisciplinary Collaboration: Works within the Center for Applications of Mathematics and Computer Science (OZMI) on projects related to sustainable energy, healthcare, and industrial innovation. Utilizes Fourier series approximation and operator theory on locally convex spaces.

Radosława KranzView profile

Assistant Professor

• Approximation Theory
• Fourier Series
• Orthogonal Series
• +3 more

Dr. Radosława Kranz serves as an Assistant Professor at the Institute of Mathematics, University of Zielona Góra. She maintains an office in room 423 A-29 and is actively engaged in teaching various mathematics courses across multiple academic programs. Her research specialization focuses on: Approximation Theory, particularly summability of Fourier series Approximation by orthogonal series Mathematical and nonlinear analysis Functional analysis applications Dr. Kranz teaches Mathematical Analysis 1 and 2, methodology for solving mathematical problems, remedial mathematics courses, diploma seminars, and mathematics for students of technical and natural sciences. She also instructs courses on the basics of teaching mathematics and mathematical analysis for technical fields. Her scholarly work aligns with several research profiles at the Institute including approximation theory using Fourier series, special issues of nonlinear analysis, and iterative methods for fixed point problems. She actively participates in educational conferences, seminars, and training workshops for primary and secondary school students, demonstrating commitment to mathematics education at all levels.

Mateusz KubiakView profile

Researcher

• Mathematical Analysis
• Approximation Theory
• Operator Theory
• +7 more

Mateusz Kubiak is a researcher at the Institute of Mathematics of the University of Zielona Góra , focusing on advanced mathematical theories and their applications. His work spans functional analysis, approximation theory, and algorithmic methods. Teaching: Machine learning models, mathematical analysis, and remedial mathematics courses. Research: Investigates iterative methods for fixed point problems, Fourier series convergence, operator theory on locally convex spaces, and graph theory coloring models. Key Collaborations: Participates in EU-funded projects like the Widza Education Development Operational Programme , emphasizing modern teaching techniques and industry partnerships.