جست‌وجوی استاد و پژوهشگر

• Ergodic Theory
• Topological Dynamics
• Borel Dynamics
• +۷ مورد دیگر

Sergii Bezuglyi is a Lecturer in the Department of Mathematics at the University of Iowa, which is part of the College of Liberal Arts and Sciences. He is actively involved in teaching and research, with a strong focus on areas of pure mathematics related to dynamical systems and functional analysis. His research interests include: Ergodic Theory Topological Dynamics Borel Dynamics Operator Algebras Bratteli Diagrams Dimension Groups Weighted Networks Topological Groups Functional Analysis Measure Theory on Cantor Sets His recent publications, primarily found on arXiv, demonstrate a consistent and deep exploration of invariant measures, Cantor minimal systems, Bratteli diagrams, and their connections to operator algebras and K-theory. The research trend centers on structural and classification problems in topological and measurable dynamics, often employing tools from functional analysis and ordered groups. There is a strong emphasis on full groups, orbit equivalence, and the interplay between dynamical systems and algebraic invariants. Scientific awards: No awards mentioned in the provided text. He has advised no students listed in the provided information, and there is no mention of grant funding. However, his extensive teaching record across core undergraduate mathematics courses indicates a significant contribution to the educational mission of the department. He is associated with the research group in analysis and dynamical systems within the Department of Mathematics at the University of Iowa. While no specific lab is mentioned, his work aligns with theoretical research groups focused on functional analysis and dynamical systems.

Eduardo Reyesمشاهده پروفایل

استادیار

• Geometric Group Theory
• Hyperbolic Groups
• CAT(0) Cube Complexes
• +۳ مورد دیگر

Eduardo Reyes is Assistant Professor in Mathematics at Yale University, specializing in geometric group theory and its interactions with low-dimensional topology and dynamics. Research examines hyperbolic groups, CAT(0) cube complexes, and deformation spaces. Education includes: Ph.D., Mathematics, University of California, Berkeley M.Sc., Mathematics, Pontificia Universidad Católica de Chile B.Sc., Mathematics, Pontificia Universidad Católica de Chile Current work develops frameworks for understanding metric structures on hyperbolic groups and approximation techniques for lattice groups. Recent results establish new connections between geometric invariants and group actions on non-positively curved spaces. Organizes Yale Geometry and Topology seminar and GATSBY conference. Teaching responsibilities include undergraduate mathematics courses.

Gábor Szabóمشاهده پروفایل

استاد

• C*-algebras
• Operator Algebras
• Functional Analysis
• +۳ مورد دیگر

Gábor Szabó is a BOFZAP Professor at KU Leuven in the Department of Mathematics, specializing in the Analysis group. His research focuses on C*-algebras, operator algebras, and their dynamical systems, particularly classification, regularity properties, and Rokhlin-type actions. He leads the Operator Algebra seminar at KU Leuven and collaborates internationally in the field of functional analysis. Szabó earned his Ph.D. in Mathematics from Westfälische Wilhelms-Universität Münster in 2015, under the supervision of Wilhelm Winter, following a Master’s (2012) and Bachelor’s (2010) in Mathematics from the same institution. His work bridges abstract algebraic structures with topological dynamics, emphasizing the interplay between C*-dynamics and classification theory. Education: Ph.D. in Mathematics, WWU Münster, 2015 M.Sc. in Mathematics, WWU Münster, 2012 B.Sc. in Mathematics, WWU Münster, 2010 Research Interests: His primary areas include the fine structure of C*-algebras, Rokhlin dimension, classification of nuclear C*-algebras, and topological dynamics. He explores group actions on C*-algebras, with a focus on equivariant properties and crossed products. Recent work emphasizes stability phenomena and the application of Kasparov theory in dynamical settings. Publications Trends: Szabó’s articles frequently address classification problems, Rokhlin-type properties, and equivariant KK-theory. His recent work (2023–2025) highlights advancements in homotopy rigidity, corona algebras, and categorical frameworks for C*-dynamics. These contributions underscore his role in advancing foundational aspects of operator algebras. Grants & Advising: While specific grants are not detailed in the text, his extensive international speaking engagements and workshop participations indicate active research funding and collaboration. No advisees are listed, but his seminars and collaborations suggest mentorship roles. Labs & Teams: Szabó co-leads the Operator Algebra working seminar at KU Leuven, fostering a collaborative environment for students and researchers in functional analysis and C*-dynamics.

Yuhei Suzukiمشاهده پروفایل

دانشیار

• Operator Algebras
• C*-algebras
• Discrete Groups
• +۳ مورد دیگر

Yuhei Suzuki is an Associate Professor at Hokkaido University's Faculty of Science, Department of Mathematics. His research focuses on operator algebras, particularly C*-algebras, discrete/locally compact groups, topological dynamical systems, and amenable C*-dynamical systems. He received his PhD in Mathematical Sciences from the University of Tokyo (2016) under Professor Yasuyuki Kawahigashi, after studies at the University of Tokyo (Master's, 2013) and Hokkaido University (Bachelor's, 2011). His academic journey includes JSPS Research Fellowships (DC1 and PD), positions at Nagoya University (Assistant Professor, 2017-2020), and current roles at Hokkaido University since 2020. Education and Academic Positions: BSc, Hokkaido University (2011) MSc, University of Tokyo (2013) PhD, University of Tokyo (2016) JSPS PD Fellow (Chiba University, 2016-2017) Nagoya University, Assistant Professor (2017-2020) Hokkaido University, Associate Professor (2020-present) Research Interests: Suzuki's work bridges operator algebras with geometric group theory and dynamical systems. Key contributions include studies on almost finiteness in groupoids, non-amenable tight squeezes via Kirchberg algebras, equivariant O_2-absorption, and characterizations of amenable C*-dynamical systems. His research explores connections between nuclearity in C*-algebras and dynamical properties, with applications to rigidity phenomena and geometric group theory. Awards and Recognitions: Clark Prize, Hokkaido University (2011) Dean Prize, University of Tokyo (2016) MSJ Takebe Katahiro Prize (2019) Frontiers of Science Awards (2023) MEXT Young Scientists’ Prize (2025) Advising and Seminars: Suzuki has supervised multiple graduate students (M1-M2 levels) and participated in international workshops, including at BIRS, Fields Institute, and RIMS. He organizes academic events like Hokkaido University's Power Up Seminars and serves on committees for the Mathematical Society of Japan and university student affairs.

Yemon Choiمشاهده پروفایل

مدرس ارشد

• Banach algebras
• Operator algebras
• Noncommutative harmonic analysis
• +۴ مورد دیگر

Dr. Yemon Choi is a Senior Lecturer in Pure Mathematics at the School of Mathematical Sciences, Lancaster University. He has held this position since August 2022, having previously served as a Lecturer at the same institution from January 2014 to July 2022. His academic career includes a tenure-track Assistant Professor position at the University of Saskatchewan, Canada (2010-2014), and postdoctoral positions at Universite Laval and the University of Manitoba in Canada. Current Position: Senior Lecturer, Lancaster University (2022-present) Previous Positions: Lecturer, Lancaster University (2014-2022); Assistant Professor, University of Saskatchewan (2010-2014) Education: PhD in Pure Mathematics, Newcastle-upon-Tyne (2006); B.A. in Mathematics, Cambridge (2000) Dr. Choi's research focuses on the interface between algebra and functional analysis. His primary interests include Banach and operator algebras, noncommutative harmonic analysis, and categorical and homological perspectives on functional analysis. He has extensively studied Fourier algebras of locally compact groups, combining harmonic analysis with representation theory. His work frequently employs the theory of operator spaces and completely bounded maps, which provide enriched versions of Banach spaces with matricial coefficients. He is also investigating algebras of convolution operators arising from group representations on L p spaces, where many structural questions remain unresolved for p ≠ 2. His recent publications demonstrate a strong focus on rigidity results for L p -operator algebras, amenability constants of Fourier algebras, and constructing various algebraic structures related to harmonic analysis. These works span multiple areas of functional analysis and operator algebras, showing consistent development of theoretical frameworks for understanding algebraic structures in functional analytic settings. PhD Supervision: Mahmood Alaghmandan (2013), Bence Horvath (2019), Christopher Menez (2019), M. Eugenia Celorrio (2023) Editorial Work: Co-editor of Surveys in Contemporary Mathematics; Corresponding editor for IWOTA Lancaster 2021 proceedings Dr. Choi currently serves as the Departmental Director of Studies for students on joint degree schemes (non-LUMS) and as the departmental contact for the Natural Sciences degree programme. From 2018 to 2025, he served as Treasurer of the North British Functional Analysis Seminar (NBFAS), having previously been the Lancaster representative from 2014-2018.

Cecilia Gonzalez Tokmanمشاهده پروفایل

دانشیار

• Random Dynamical Systems
• Dynamical Systems
• Ergodic Theory
• +۱۰ مورد دیگر

Associate Professor Cecilia Gonzalez Tokman is an ARC Future Fellow at the School of Mathematics and Physics, University of Queensland, specializing in random dynamical systems, transfer operators, and Lyapunov exponents. She earned her PhD from the University of Maryland, College Park, following undergraduate studies at Universidad de Guanajuato/CIMAT. PhD in Mathematics, University of Maryland, College Park BSc in Mathematics, Universidad de Guanajuato/CIMAT Her research focuses on developing frameworks for transport in random dynamical systems using the Lyapunov–Oseledets spectrum. She has pioneered tools for approximating coherent structures, establishing limit laws, and optimizing mixing, with applications in data assimilation and metastable systems. Recent publications emphasize transient patterns, stability of Blaschke product cocycles, and lifespan analysis of coherent structures. Her work spans theoretical mathematics, computational dynamics, and interdisciplinary applications in physics and biology. Discovery Early Career Researcher Award (DECRA), 2016 Promoting Women Fellowship, University of Queensland ARC DP Grant (2018, 2022) as Lead CI Co-led MATRIX and BIRS-CMO workshops She supervises PhD students on topics including random dynamical systems and global stability of chaotic systems. Her service roles include the MATRIX Scientific Committee and Australian Mathematical Society council.

Aidan Simsمشاهده پروفایل

استاد

• Operator Algebras
• Noncommutative Geometry
• Quantum Mathematics
• +۳ مورد دیگر

Prof. Aidan Sims is a Professor of Pure Mathematics at the University of New South Wales (UNSW), leading the Quantum Mathematics Research Cluster in the School of Mathematics and Statistics. His work bridges functional analysis, operator algebras, and noncommutative geometry, with applications in quantum physics and information theory. He is the current President of the Australian Mathematical Society. Research interests focus on structural properties of C*-algebras derived from combinatorial, algebraic, and dynamical systems, including directed graphs, higher-rank graphs, étale groupoids, and Hilbert bimodules. Key themes include reconstructing underlying structures from C*-algebraic data, KMS-state analysis, and Dixmier–Douady theory. His research explores connections between Steinberg algebras, groupoids, and Cartan subalgebras as unifying frameworks for noncommutative geometry. Publications emphasize operator algebras, topological dynamics, and noncommutative invariants, with recent trends in twisted C*-algebras, groupoid actions, K-theory invariance, and nuclear dimension. Articles consistently address the interplay between combinatorial structures and analytic properties of associated algebras. Awards & Fellowships: Fellow of the Australian Academy of Science (FAA) Fellow of the Australian Mathematical Society (FAustMS) Advising & Grants: Sims has supervised 18+ PhD/Master’s students, including current advisees Joshua Johansson, Naomi Reed, and Ruijun Lin. He secured significant funding, such as: ARC Future Fellowship FT100100533 ($562K) ARC Discovery Project DP250100297 ($574K) ARC Discovery Project DP220101631 ($384K) Labs & Teams: Leads the Quantum Mathematics Research Cluster at UNSW and coordinates the Operator Algebra and Noncommutative Geometry Seminar, fostering collaborations on dynamics and operator algebras.

• Dynamical Systems
• Mathematical Physics
• Spectral Theory
• +۳ مورد دیگر

Arthur Avila is a Professor at the Institute of Mathematics, University of Zurich, and also holds the position of Pesquisador extraordinário (Cátedra Armínio Fraga) at IMPA in Rio de Janeiro, Brazil. His academic work is centered in the field of mathematics, particularly in dynamical systems and mathematical physics. Avila's research interests include Dynamical Systems, Mathematical Physics, Spectral Theory, Ergodic Theory, Complex Dynamics, and Teichmüller Theory. He has made fundamental contributions to the understanding of Schrödinger operators, Lyapunov exponents, and interval exchange transformations, solving several long-standing problems in the field. His recent publications demonstrate a focus on the spectral theory of quasi-periodic operators, especially the almost Mathieu operator, and the dynamics of the Teichmüller flow. Key achievements include the solution to the Ten Martini Problem and advances in the global theory of one-frequency Schrödinger operators, showing intricate phase transitions and spectral properties.

Remus Nicoaraمشاهده پروفایل

استاد

• Operator Algebras
• Subfactors
• Von Neumann Algebras
• +۳ مورد دیگر

Remus Nicoara is a Professor of Mathematics at the University of Tennessee Knoxville, affiliated with the Department of Mathematics in the College of Arts and Sciences. His research focuses on operator algebras, subfactors, and their connections to quantum groups and complex Hadamard matrices. He holds a Ph.D. from UCLA and has contributed significantly to the understanding of von Neumann algebras and their applications in mathematical physics. Education: Ph.D. in Mathematics from UCLA. Research interests include subfactor theory, commuting squares, Hadamard matrices, and deformation techniques in operator algebras. His work bridges algebraic structures with quantum symmetries, contributing to both pure mathematics and interdisciplinary applications. Recent research trends emphasize deformations of commuting squares and their implications for quantum group structures, as seen in papers like 'Second Order Deformations of Group Commuting Squares' (2020). His publications explore topics ranging from finiteness properties of Hadamard matrices to analytic deformations in von Neumann algebras. Teaching responsibilities include graduate courses in real analysis, functional analysis, and abstract algebra. He also directs honors programs in mathematics.

Shelly Harveyمشاهده پروفایل

استاد

• low-dimensional topology
• geometry
• group theory
• +۱ مورد دیگر

Shelly Harvey is a Professor of Mathematics at Rice University's Wiess School of Natural Sciences, Department of Mathematics. Her office is located in Herman Brown 446 at Rice University. She is an active researcher in low-dimensional topology and geometry, with significant contributions to knot theory and related fields. Harvey's research focuses on low-dimensional topology and geometry , group theory , and non-commutative algebra . Her work explores the intricate relationships between algebraic structures and geometric/topological spaces, particularly through the lens of knot concordance, grope filtrations, and higher-order invariants. She has developed significant theoretical frameworks that reveal fractal-like structures in knot concordance spaces and has made important contributions to understanding the solvable filtration of the knot concordance group. Her research has been supported by the National Science Foundation (DMS-2109308), reflecting the significance and impact of her work in the mathematical community. While specific named awards aren't listed in the available information, her NSF funding and publication record in top journals demonstrate recognition of her contributions to the field. Harvey has mentored numerous graduate students through to completion of their PhDs, with eight completed doctorates and two expected to graduate in 2022 and 2024. She has also hosted multiple postdoctoral researchers who have gone on to faculty positions at institutions including the University of Iowa, University of South Alabama, Dartmouth University, and Swarthmore College. Beyond formal advising, she serves as faculty sponsor for both the Queer Graduate Student Association and the Association for Women in Mathematics student group at Rice, demonstrating her commitment to inclusive mentoring. She is actively involved in the topology community through conference organization, including the Mentoring in the Mathematical Sciences workshop at Rice University (2023), the Texas Women in Mathematics Symposium (2022), and multiple AMS Special Sessions and workshops at the American Institute of Mathematics. Her collaborative work with Tim Cochran and others has significantly advanced the field of low-dimensional topology.

Ilan Hirshbergمشاهده پروفایل

استاد

• C*-Algebras
• Operator Algebras
• Crossed Products
• +۴ مورد دیگر

Ilan Hirshberg is a Full Professor in the Department of Mathematics at Ben-Gurion University, specializing in advanced operator algebras and C*-algebra theory. His research focuses on structural properties of C*-algebras, dynamical systems, and classification programs. His primary research interests center on C*-algebras, particularly Rokhlin dimension , crossed products , Z-stability , and classification theory . His work bridges operator algebras with ergodic theory and noncommutative geometry, examining group actions on C*-algebras and their structural implications. Recent publications demonstrate deep engagement with nuclear dimension , radius of comparison , and topological flows . Analysis of his 29 publications (2002-2024) reveals consistent focus on classification frameworks for C*-algebras, with increasing emphasis on dynamical properties since 2017. His work frequently intersects with amenable group actions , tracial properties , and geometric invariants like cohomological independence dimension. Collaborations with prominent researchers including Phillips, Gardella, and Farah dominate his publication record. Hirshberg currently leads or co-leads three major research projects funded by the United States-Israel Binational Science Foundation (BSF): Determining health needs of drug-using populations (2023-present, PI) Prostate cancer clinical trials (2010-present, Co-PI) Magnetohydrodynamic simulation models (2020-2024, PI) These projects unexpectedly combine his core mathematical expertise with biomedical applications. His supervised work includes two mentored researchers, though specific student names aren't publicly documented. His laboratory activities focus on operator algebra theory with applications to mathematical physics, particularly in modeling coronal mass ejections through the BSF-funded magnetohydrodynamics project.

• Dynamical Systems
• Mathematical Optimization
• Complex Networks
• +۴ مورد دیگر

Maria do Rosário Domingos Laureano is an Assistant Professor at ISCTE - University Institute of Lisbon, affiliated with the Department of Social and Business Sciences. She serves as an Integrated Researcher at ISTAR-Iscte (Research Center in Information Sciences, Technologies and Architecture), leading the Computational Modeling of Systems group. Her academic qualifications include a PhD in Quantitative Methods (ISCTE-IUL, 2009), a Master's in Applied Mathematics (Higher Technical Institute-UTL, 2002), and a Bachelor's in Mathematics (Faculty of Sciences-UL, 1990). Her research explores dynamical systems , mathematical optimization , and complex networks , with applications ranging from chaos synchronization in physics to biomathematical modeling of physiological processes. She employs cohomological methods, nonlinear differential equations, and multicriteria decision analysis across interdisciplinary domains including neuroscience, cybersecurity, and architectural sustainability. Laureano's publications emphasize chaos theory, cohomology in dynamical systems, and real-world complexity. Recent works investigate Lie group cocycles, Anosov systems, and biological signal dynamics, reflecting a consistent focus on theoretical rigor coupled with applied interdisciplinary modeling. Her 2025 research advances synchronization frameworks for chaotic systems and re-examines foundational celestial mechanics problems. She actively mentors graduate students, including doctoral research on molecular dynamics and water coherence phenomena. Her teaching portfolio includes core courses such as Mathematical Optimization , Computational Intelligence , and Multivariable Calculus across engineering and applied mathematics programs.

• Functional Analysis
• Operator Theory
• C*-Algebras
• +۵ مورد دیگر

Kristin Elizabeth Gabe is an Assistant Professor in the Department of Mathematics and Computer Science at the University of Southern Denmark, Faculty of Science. Her research lies at the intersection of functional analysis and operator theory, with a strong emphasis on C*-algebras and groupoid structures. Her research interests include functional analysis, operator theory, C*-algebras, groupoid theory, and algebraic structures in functional spaces. She investigates structural properties of operator algebras, including nuclear dimension, order zero maps, and twisted groupoid constructions, contributing to the classification and approximation theories within C*-algebras. The recent publications demonstrate a consistent focus on advanced topics in operator algebras, particularly the interplay between groupoids and C*-algebras. Her work spans nuclearity, twisted algebras, and structural mappings, indicating deep engagement with modern developments in noncommutative geometry and classification theory. Scientific Awards: Support from the Inge Lehmann program (2024) Kristin Elizabeth Gabe actively collaborates with researchers internationally, as seen in her co-authored publications with scholars from various institutions. While no formal advising roles are mentioned, her research is supported by competitive funding. She has no listed grants beyond the Inge Lehmann award, but her publication record demonstrates sustained productivity. There is no mention of specific labs or research teams she leads or participates in, though her collaborative works suggest involvement in broader research networks in operator algebras.

• Operator Algebras
• Functional Analysis
• C*-Algebras
• +۷ مورد دیگر

Aidan Sims is a Distinguished Professor in the School of Mathematics and Applied Statistics at the University of Wollongong, part of the Faculty of Engineering and Information Sciences. His research focuses on operator algebras, C*-algebras, and noncommutative geometry, with particular emphasis on structures arising from combinatorial objects like graphs and groupoids. He is a member of the Institute for Noncommutative Analysis (INCA) and has supervised numerous PhD and Master's students in areas such as KMS states, twisted C*-algebras, and groupoid models. His research interests include the interplay between operator algebras and algebraic structures, the study of equilibrium states in C*-dynamical systems, and applications of cohomological data to deformations of C*-algebras. He has held leadership roles, including Vice President of the Australian Mathematical Society, and serves on editorial boards such as the Journal of Mathematical Analysis and Applications . Prof. Sims has contributed to foundational work on C*-algebras associated with higher-rank graphs, topological graphs, and Hilbert bimodules. His publications span over 200 articles, with recent work exploring twists over étale groupoids, Cartan subalgebras, and nuclear dimension of C*-algebras. He actively engages in teaching and mentoring, offering supervision in topics like Cartan subalgebras, twisted operator algebras, and KMS states. His research has been supported by national competitive grants, and he collaborates internationally on projects linking operator algebras to quantum mathematics and topological materials. Prof. Sims' work bridges abstract algebraic theory with functional analytic techniques, advancing our understanding of noncommutative structures in mathematics and physics.

Alexander Mundeyمشاهده پروفایل

پژوهشگر ارشد

• Operator Algebras
• Dynamical Systems
• Noncommutative Geometry
• +۳ مورد دیگر

Alexander Mundey is an Associate Research Fellow at the School of Mathematics and Applied Statistics, University of Wollongong. His roles include organizing the Wollongong OANCG Seminar and contributing to research on operator algebras and dynamical systems. He previously held positions as Associate Lecturer and held a PhD in Mathematics (2020) from the University of Wollongong, complemented by degrees in Mathematics and Physics (2015). His research focuses on C*-algebraic approaches to self-similar dynamical systems, including iterated function systems, graph dynamics, and group actions. He has secured grants such as the AEGis CONNECT (2023-2024) and RevITAlising (2021-2022). Mundey teaches advanced courses like Complex Analysis and Linear Algebra and has supervised multiple graduate students, including Angus Alexander and Thomas Pedersen. His work integrates topological dynamics, noncommutative geometry, and algebraic structures.