Find Academic Supervisors

Jarosław SwaczynaView profile

Assistant Professor

• Functional Analysis
• Set Theory
• Fractal Geometry
• +3 more

Jarosław Swaczyna is an Assistant Professor at the Division of Applications of Contemporary Mathematical Analysis , Lodz University of Technology. His research spans functional analysis, set theory, fractal geometry, and mathematical logic. Research Interests: His work focuses on the intersection of infinite-dimensional spaces, probabilistic combinatorics, and topological properties of Polish groups. He investigates generalized iterated function systems, density ideals, and continuity of functionals in Banach spaces. Publications Trends: Recent contributions include probabilistic models for random graphs, structural properties of Hamel bases, and topological dynamics of fractal attractors. Earlier works explore density ideals, Cantor sets, and generalized IFSs. Contact: Email: jaroslaw.swaczyna@p.lodz.pl Phone: (+48) 42 631-38-51 Room: 154

Ian MorrisView profile

Professor

• Ergodic Theory
• Fractal Geometry
• Matrix Analysis
• +3 more

Dr. Ian Morris is a Reader in Mathematics at Queen Mary University of London and Deputy Director of Postgraduate Research Studies. Previously, he held positions at the University of Surrey (2012–2020) and postdoctoral roles at institutions including the University of Rome Tor Vergata and the University of Warwick. His research focuses on ergodic theory, with applications to fractal geometry, matrix analysis, and dynamical systems. Education: PhD in Mathematics, University of Manchester (2006), supervised by Dr. Charles Walkden. Bachelor’s degree in Mathematics, University of Warwick. Research Interests: Morris specializes in ergodic theory and its applications to fractal geometry, joint spectral characteristics of matrices, and dynamical systems. His work includes studies on self-affine fractals, Lyapunov exponents, and thermodynamic formalism for linear cocycles. He has explored topics such as marginal instability in switched systems and the interplay between self-affine measures and fractal dimensions. Grants: Leverhulme Trust Research Project Grant (2024–2028): "An ergodic optimisation approach to stability of linear switched systems" (£189,097). Leverhulme Trust Grant (2017–2022): "Lower bounds for Lyapunov exponents" (£267,776). Advising and Collaborations: Morris supervised PhD student Jonah Varney (2018–2022) and postdoctoral researchers Natalia Jurga and Argyrios Christodoulou. His collaborations include work with Balázs Bárány, Antti Käenmäki, and Çağrı Sert on topics like self-affine measures and matrix equilibrium states. Labs/Teams: Morris is affiliated with the Centre for Complex Systems at Queen Mary University of London, focusing on interdisciplinary research in dynamical systems and fractal geometry.

• Computer Animation
• Evolutionary Algorithms
• Computational Science
• +3 more

Ari Sarafopoulos is a Senior Lecturer at Bournemouth University, specializing in computer animation and evolutionary computation. His work bridges computational methods with artistic applications, focusing on iterated function systems (IFS) and material simulation. Key research areas include evolutionary algorithms, fractal modeling, and computational design. Recent publications address material point methods for elastoplastic simulation and procedural shape generation. He has presented work at major conferences including ACM SIGGRAPH and IEEE Congress on Evolutionary Computation.

Christoph SchindlerView profile

Professor

• Product Design
• Furniture Design
• Digital Fabrication
• +5 more

Christoph Schindler is a Swiss Professor at the Lucerne School of Design, Film and Art (HSLU), where he heads the Bachelor's Programme in Object Design since 2014. He holds a doctorate in architecture from ETH Zurich and combines academic work with his role as partner in the Zurich-based furniture design firm schindlersalmerón GmbH , which he co-founded in 2005. Research Interests: His work spans digital fabrication , sustainable product design , and woodworking innovation , focusing on merging computational technologies with natural material properties. Key areas include parametric modeling , moldless manufacturing , and material lifecycle systems . He explores the intersection of Swiss craft traditions with algorithmic design through projects like the ZipShape method and Serial Branches series. Scientific Contributions: He has published over 40 works, with recent 2025-2023 articles examining social object design , climate-responsive furniture , and sustainable Swiss wood systems . His research appears in outlets like International Journal of Architectural Computing and Werkspuren , while his ETH dissertation on fabrication-based architectural periodization remains influential. Awards: iF Design Award (2019), Lista Office Design Award GOLD (2012), iF Material Design Award (2008) Teaching: Lecturer at ZHAW (2010-2014), Royal Danish Academy external examiner (2014-2026), and workshop leader at institutions including ETH Zurich, NTNU Trondheim, and Virginia Tech Industry Roles: Founding member of schindlersalmerón (2005-present) and Swiss Design Board representative (2022)

Anne BergnerView profile

Professor

• Maker Movement
• Design Thinking
• Prototyping
• +7 more

Anne Bergner is a Professor for Fundamentals of Design and Prototyping at the State Academy of Fine Arts Stuttgart since 2018 and has served as Vice-Rector for Teaching and Artistic Practice since July 2024. Her career spans roles at the Coburg University of Applied Sciences (2009–2018) and guest teaching positions across institutions in India, Germany, and beyond. Research Focus : Bergner investigates the Maker Movement and its application in FabLabs , Makerspaces , and educational settings. She emphasizes interdisciplinary communication in innovation processes, design thinking , and prototyping as tools for collaborative problem-solving in creative industries and enterprises. Scientific Contributions : Her work includes publications on digital learning labs , agile design management , and design communication . She has received multiple design awards and contributed to academic conferences on technical design and innovation . Awards & Recognition : if Design Award (2004, 2003, 2000) Braun Prize 1st Prize (1999) Bavarian State Prize for Young Designers (1998) Lucky Strike Junior Designer Award (1998) Neunkirchen Design Prize (1997) Mercedes Benz SMART Transport System Competition (1996) Professional Engagement : Bergner has served on juries for design prizes in Munich (2014, 2016, 2017) and the Braun Preis (2010). She lectures globally on topics like digital making places , creative communities , and design methodology .

Andrzej OkolewskiView profile

Associate Professor

• Financial Mathematics
• Actuarial Science
• Risk Management
• +3 more

Dr. Andrzej Okolewski is an Associate Professor in the Division of Insurance and Capital Markets at Lodz University of Technology's Faculty of Technical Physics, Information Technology and Applied Mathematics. His research bridges pure mathematics and financial applications. Mathematical investigations focus on: Fractal geometry and iterated function systems Topological properties of function spaces Fixed point theorems and metric space theory Lineability and spaceability in functional analysis Applied work addresses mathematical foundations of insurance, risk assessment, and capital market modeling. Recent publications examine attractor topologies in generalized iterated function systems and structural properties of Orlicz spaces.

Radu MICULESCUView profile

Professor

• Fractal Geometry
• Lipschitz Functions
• Iterated Function Systems (IFS)
• +3 more

Radu MICULESCU is a Professor in the Department of Mathematics and Computer Science at the Faculty of Mathematics and Computer Science, Transilvania University of Brașov. His research focuses on fractal geometry, Lipschitz functions, and iterated function systems (IFS). Notable contributions include studies on Hutchinson-Barnsley fractals, Lipschitz spaces, and invariant measures of fractal systems. He has authored influential works such as the book Lipschitz Functions (2019, Springer), which explores Lipschitz analysis in depth. His research interests emphasize theoretical aspects of fractal interpolation, metric space dynamics, and operator theory. Recent work includes advancements in generalized IFS frameworks, fuzzy fractal structures, and applications of Markov-type operators to fractal measures. MICULESCU’s publications span over three decades, with key contributions in Proceedings of the American Mathematical Society , Journal of Mathematical Analysis and Applications , and Annales Academiae Scientiarum Fennicae . His work bridges pure mathematics with geometric modeling, offering foundational insights into fractal geometry and functional analysis. He collaborates on topics such as Lipschitz function extensions, invariant measures, and fractal surface interpolation. His research often emphasizes the interplay between topology, metric spaces, and algebraic structures in fractal systems.

Henna L L KoivusaloView profile

Senior Lecturer

• Fractal Geometry
• Aperiodic Order
• Diophantine Approximation
• +6 more

Dr. Henna L L Koivusalo is a Senior Lecturer at the School of Mathematics, University of Bristol, specializing in fractal geometry and aperiodic order. Her work intersects dynamical systems, geometric measure theory, and number theory. Research interests include: Dimension theory of self-affine and random fractals Regularity properties of cut and project sets Diophantine approximation in metric spaces Lattice point counting and bounded remainder sets Applications of iterated function systems Recent publications focus on shrinking target problems, mass transference principles, and complexity analysis of quasicrystals, utilizing tools from probability theory and geometric number theory. Collaborations span institutions like Vanderbilt University and Central China Normal University.

Filip StrobinView profile

Associate Professor

• Fractal Geometry
• Functional Analysis
• Iterated Function Systems
• +3 more

Dr. Filip Strobin is an Associate Professor in the Division of Applications of Contemporary Mathematical Analysis at Lodz University of Technology. His research centers on theoretical aspects of fractal geometry and functional analysis. Key research themes include: Topological and geometric properties of fractal attractors Generalizations of iterated function systems (IFS) Embedding theorems for metric spaces Fixed point theory applications to fractals Lineability and spaceability in function spaces Recent work characterizes conditions for connected attractors in IFS, establishes embedding capabilities of fractals in various spaces, and develops algorithms for fractal visualization. His publications frequently appear in analysis and topology journals.

Matthew DemersView profile

Associate Professor

• Mathematical Imaging
• Fractals
• Evolutionary Algorithms
• +5 more

Matthew Demers is an Associate Professor in the Department of Mathematics & Statistics at the University of Guelph , within the College of Engineering and Physical Sciences . His research spans Mathematical Imaging , focusing on fractal-based methods like LIFSM for image processing (denoising, watermarking), and the Scholarship of Teaching and Learning , particularly addressing math preparedness through initiatives like the Warmup Test in calculus courses. He also explores Evolutionary Algorithms , Partial Differential Equations , and Traffic Flow Modelling . Research Interests: Fractal Imaging: Iterated Function Systems (IFS) for image compression and enhancement. Teaching Innovation: Surveys and interventions to improve student readiness in foundational math courses. Applied Mathematics: Modelling via PDEs, traffic dynamics, and evolutionary algorithm applications. Recent Contributions: Published analysis on the Warmup Test’s impact on student performance and confidence in Calculus I/II and Applied Differential Equations. Advising & Collaboration: Supervised undergraduate projects on fractal visualization, numerical PDE solutions, and evolutionary algorithms. Engages in cross-departmental collaboration through CEPS to refine pedagogical strategies.

• Dynamical Systems
• Fractal Geometry
• Algebra
• +9 more

Vasile Glavan is a Professor at the Institute of Mathematics , part of the Faculty of Natural Sciences at the University of Siedlce. His research spans dynamical systems, fractal geometry, and nonlinear dynamics, with applications in geophysics and financial mathematics. Primary Affiliation: Institute of Mathematics, University of Siedlce Academic Rank: Professor Research Focus : Glavan's work explores attractors in weakly hyperbolic iterated function systems (IFS), shadowing theory, and fractal dimension analysis. His studies include modeling geomagnetic storms using fractal geometry and analyzing stability in discrete inclusions via Lyapunov functions. Publications : With 21 publications and a Scopus h-index of 3, Glavan's research highlights include fractal analysis of magnetic fields during geomagnetic storms and chaos game simulations applied to fractal generation. His recent work (2024) honors Boris Şcerbacov's contributions to dynamical systems. Technical Expertise : Utilizes computational tools like Mathematica for fractal modeling and applies mathematical frameworks to financial risk assessment, as seen in his 2010 paper on value-at-risk estimators.

Brendan SullivanView profile

Assistant Professor

• Graph Theory
• Combinatorics
• Pursuit-Evasion Games
• +5 more

Brendan Sullivan is an Assistant Professor of Mathematics at Emmanuel College , specializing in graph theory and combinatorics . He holds a Doctorate of Arts (2013) and MS in Mathematics (2010) from Carnegie Mellon University, along with a BA in Mathematics & Physics (2007) from Hamilton College. Education Doctorate of Arts in Mathematics, Carnegie Mellon University (2013) MS in Mathematics, Carnegie Mellon University (2010) BA in Mathematics & Physics, Hamilton College (2007) His research focuses on mathematical puzzles and their applications, particularly in Lazy Cops & Robbers pursuit-evasion games on graphs, voting theory , and the Basel Problem . He has collaborated with Emmanuel students on graph theory research and is compiling a comprehensive book on the Basel Problem. Scientific Recognition Hugh D. Young Graduate Student Teaching Award (2013), Carnegie Mellon University He has created educational materials including crossword puzzles for Mathematics Magazine and a textbook for proof-writing instruction used at Carnegie Mellon University. His publications extend into fractal geometry and materials science , reflecting interdisciplinary interests.