جست‌وجوی استاد و پژوهشگر

• Quantum Optoelectronics
• Condensed Matter Physics
• Superconductivity
• +۴ مورد دیگر

Dr. Ekaterina Khestanova is a Research Fellow at the Institute of Photonic Sciences (ICFO), specifically in the Quantum Nano-Optoelectronics research group. She holds a PhD in Condensed Matter Physics from the University of Manchester (UK). Her research focuses on quantum materials, particularly 2D materials and van der Waals heterostructures, with an emphasis on optoelectronic properties, superconductivity, and nonlinear optical phenomena. Her work explores topics such as interlayer excitons in transition metal dichalcogenides, quantum geometry in twisted bilayer graphene, and the mechanical and electronic properties of atomically thin materials. She has contributed to advancements in precision transfer techniques for 2D materials and the study of topological polaritons in monolayers. Key contributions include experimental revelations of intrinsic superconductivity at material interfaces, nonlinear polariton effects, and strain-induced phenomena in nanomaterials. Her research bridges fundamental physics with nanotechnology applications, particularly in optoelectronic device development and interface engineering.

• Sediment Transport
• Granular Flows
• Fluid Dynamics
• +۳ مورد دیگر

Remi Chassagne is a Research Fellow at Grenoble Alpes University, affiliated with the Laboratory of Geophysical and Industrial Flows (LEGI), a joint research unit of CNRS, Grenoble INP, and Grenoble Alpes University, where he contributes to the MEIGE team. His research focuses on: Sediment Transport mechanics using mechanistic and granular approaches Vertical grain size segregation and diffusion remixing in sediment beds Eulerian-Eulerian two-phase flow modeling (SedFoam) Bridging particle-scale phenomena to continuum models Interactions between sediment particles of different sizes Chassagne's work integrates discrete element modeling (DEM) for particle-scale dynamics with continuum modeling to address sediment transport in geophysical contexts. His research emphasizes vertical grain size segregation, infiltration dynamics of small grains in coarse beds, and the development of numerical frameworks like SedFoam for multiphase flow simulation. This mechanistic approach connects micro-scale particle interactions to macro-scale sediment transport predictions. Analysis of his publication record (2016-2024) reveals consistent focus on sediment transport mechanics, with dominant themes in granular flow behavior, size segregation processes, and computational modeling advancements. Key contributions include frictional-collisional bedload models, sediment-vegetation interactions, and bi-disperse mixture mobility. His work demonstrates strong integration of computational methods with experimental validation through LEGI's hydrodynamic facilities. As part of LEGI's MEIGE team, Chassagne utilizes the laboratory's advanced infrastructure including hydrodynamic tunnels, wave channels, and rotating platforms to investigate geophysical flows relevant to river, coastal, and industrial applications.

• Linear and Multilinear Singular Integrals
• Real Harmonic/Fourier Analysis
• Differential Operators
• +۶ مورد دیگر

Professor Vjekoslav Kovac is a full professor at the Department of Mathematics, Faculty of Science, University of Zagreb. He holds a PhD from UCLA (2011) under Christoph Thiele and was a Fulbright Scholar at Georgia Tech (2019-20). His research spans harmonic analysis, singular integrals, combinatorics, and number theory, with a focus on Fourier restriction problems and Erdős-type conjectures. Kovac leads the HRZZ-funded 'Fourier Analysis and Applications' grant (2023-2027) and has previously directed projects like 'Multilinear Harmonic Analysis' (2018-2023). Education: PhD, UCLA (2011); MSc, University of Zagreb (2006) Research Interests: Singular integrals, real harmonic analysis, geometric measure theory, additive combinatorics, ergodic theory He is renowned for solving longstanding open problems, including Erdős conjectures on unit fractions and irrationality. Kovac has authored/co-authored over 40 publications and mentored multiple PhD and diploma students. His awards include the Croatian National Science Award (2023) and the Brdo Award (2025 nomination). Teaching roles include courses on mathematical analysis, Fourier analysis, and competition mathematics. Grants: Current FANAP (HRZZ), Previous MUNHANAP (HRZZ), MZO/DAAD grants Media Highlights: Coverage in 'What's New' (Tao), 'TotalCroatia', and Croatian TV for resolving 40-year-old mathematical problems

Sheldon Jacobsonمشاهده پروفایل

استاد

• Operations Research
• Optimization
• Probability
• +۳ مورد دیگر

Sheldon Jacobson is a Professor in the Department of Computer Science at the Siebel School of Computing and Data Science, University of Illinois at Urbana-Champaign. He holds cross-appointments in Electrical and Computer Engineering, Industrial and Enterprise Systems Engineering, Biomedical and Translational Sciences, Mathematics, and Statistics. His research spans operations research, optimization, probability, and applied mathematics, with applications in political redistricting, homeland security, stochastic processes, and societal problem-solving. Key focus areas include developing algorithmic frameworks for electoral fairness, optimizing complex systems, and advancing computational solutions for public policy challenges. Recent publications demonstrate strong emphasis on redistricting algorithms, optimization methodologies, and computational social science, with consistent applications in political systems and security domains.

Hang Zhouمشاهده پروفایل

پژوهشگر ارشد

• Functional and high-dimensional data analysis
• Complex-structured data analysis
• ODE/PDE modeling
• +۳ مورد دیگر

Hang Zhou is a Post-Doctoral Scholar at the University of California, Davis, specializing in advanced statistical and computational methodologies. His research focuses on functional and high-dimensional data analysis, complex-structured data including manifold and Wasserstein types, and ODE/PDE modeling. He is affiliated with the Mathematical Sciences Building at UC Davis. His research interests encompass functional data analysis, high-dimensional statistics, and the integration of differential equations into modeling frameworks. He explores complex-structured data such as manifold and Wasserstein geometries, advancing methodologies for analyzing distribution-valued processes and error detection in numerical data. Zhou’s recent work bridges machine learning and statistical theory, exemplified by studies on deep regression for repeated measurements and event-attended graph ODE frameworks. His research also emphasizes conformal inference and optimal transport representations, reflecting a focus on robust statistical methods and interdisciplinary applications in data science. As a postdoctoral researcher, Zhou has not yet listed advisees or grants in the provided information. His website ( https://hg-zh.github.io/ ) provides additional details on his ongoing projects and collaborations.

Robert Johnsonمشاهده پروفایل

مدرس ارشد

• extremal combinatorics
• graph theory
• probabilistic combinatorics
• +۳ مورد دیگر

Dr. Robert Johnson is a Senior Lecturer in Pure Mathematics at Queen Mary University of London, affiliated with the School of Mathematical Sciences. He leads the Communication and Public Engagement for the Centre for Combinatorics, Algebra and Number Theory. His research focuses on extremal combinatorics, graph theory, and probabilistic combinatorics, with particular emphasis on extremal problems on graphs, set systems, permutations, and discrete hypercube structures. Robert Johnson earned his PhD from the University of Cambridge in 2003 and joined Queen Mary in 2004 after a postdoctoral position at the London School of Economics. His work has contributed significantly to combinatorial optimization, Ramsey theory, and hypercube graph analysis. He has supervised multiple PhD students, including Trevor Pinto (2016), A Nicholas Day (2017), and Natalie Behague (2020), with current advisees Belinda Wickes and Asier Calbet Ripodas. His research explores topics such as resistor network optimization, synchronizing automata, and extremal set systems, with applications in discrete mathematics and theoretical computer science. Notable contributions include studies on multicolour Ramsey numbers of odd cycles and Turán properties in hypercube intersection graphs. Johnson's publications span over two decades, covering areas like permutation correlation, hypercube saturation, and Kneser graph Hamiltonicity. He is actively involved in mentoring and welcomes inquiries from prospective PhD candidates. His affiliations include the Combinatorics group at Queen Mary’s School of Mathematical Sciences and the Centre for Combinatorics, Algebra and Number Theory, where he drives public engagement initiatives.

Mateja Šajnaمشاهده پروفایل

استاد

• Graph Theory
• Combinatorics
• Hypergraphs
• +۶ مورد دیگر

Mateja Šajna is a Full Professor in the Department of Mathematics and Statistics at the University of Ottawa. She holds a B.Math from the University of Ljubljana (1992), an MSc, and a PhD (1999) from Simon Fraser University. Her research focuses on graph theory and combinatorics, particularly cycle decompositions, hypergraphs, and the Oberwolfach Problem variants. She has supervised numerous graduate and undergraduate students in areas like combinatorial design, fuzzy cognitive maps, and algorithmic graph theory. Her work bridges theoretical and applied graph theory, including applications in public health and educational research. She teaches courses ranging from introductory linear algebra to advanced topics in graph theory and combinatorics. Active in academic service, she has co-organized conferences and contributed to combinatorial enumeration and design theory. Her research group explores hypergraph symmetries, Eulerian properties, and graph applications in interdisciplinary contexts.

Robert Connellyمشاهده پروفایل

استاد

• Discrete Geometry
• Rigidity Theory
• Computational Geometry
• +۳ مورد دیگر

Robert Connelly is a Professor in the Department of Mathematics at Cornell University, affiliated with the College of Arts and Sciences. His research focuses on Discrete Geometry, Rigidity Theory, and Computational Geometry , particularly exploring tensegrity structures, flexible surfaces, and their applications in robotics, protein folding, and materials science. He has taught courses including Calculus I and supervised graduate research. Key research interests include the rigidity of discrete structures, sphere packings, and geometric optimization. His work on the 'Bellows Conjecture' demonstrated that flexible surfaces maintain constant volume during deformation, merging algebraic geometry and topology. He has authored over 150 publications and contributed to foundational texts in rigidity theory. Teaching roles include leading the Calculus II course in 2020 and supervising independent research projects. His work spans theoretical advancements and applications in engineering and physics, emphasizing interdisciplinary approaches to geometric problems.

• Math Education
• Low-Dimensional Topology

Ben McCarty is an Associate Professor in the Department of Math Sciences at the University of Memphis. His research focuses on low-dimensional topology and math education, with contributions to knot theory, topological quantum field theories, and geometric analysis. He has published extensively in areas such as hypercube diagrams, Legendrian knots, and quantum state systems. His work integrates advanced mathematical techniques from algebraic topology, geometric analysis, and combinatorics, demonstrating a strong emphasis on theoretical exploration with applications to knot invariants and topological structures. Key contributions include studies on cube diagrams for knots, gauge theory applications, and polynomial invariants in graph theory.

• Partial Differential Equations
• Calculus of Variations
• Geometric Measure Theory
• +۳ مورد دیگر

Giandomenico Orlandi is a Full Professor at the University of Verona's Department of Computer Science, affiliated with the School of Science and Engineering. He holds leadership roles including Department Director, Faculty Board member for the Interuniversity PhD in Mathematics, and coordinator of Erasmus+ partnerships. His research focuses on Partial Differential Equations, Calculus of Variations, and Geometric Measure Theory, with applications to optimal transport and mathematical modeling in industry and biology. Education: Extensive academic background in mathematics, culminating in his current professorship. Research Interests: Elliptic PDE systems, variational models in physics (superconductivity, Bose-Einstein condensation), geometric networks, and optimal transport theory. His work includes international projects like ECMI Teaching Center certification (2017) and collaborations with institutions like Grenoble INP-UGA. He has led over 20 research initiatives since 2002, focusing on topics from industrial modeling to cultural heritage imaging. His teaching spans functional analysis, mathematical analysis modules, and applied mathematics courses since 2000. Labs & Teams: Involved with Laboratorio INFOMICS, OPDATE (Formal Methods Lab), and STARS (Geographical Systems Lab). Grants: Key roles in PRIN, GNAMPA, and EU-funded projects (e.g., HPRN-CT-2002-00274).

Kevin J. McGownمشاهده پروفایل

استاد

• Number Theory
• Algebraic Number Theory
• Analytic Number Theory
• +۴ مورد دیگر

Kevin J. McGown serves as Professor and Department Chair in the Department of Mathematics and Statistics at California State University, Chico. His leadership spans academic administration and active research in number theory, with a Ph.D. from the University of California, San Diego providing the foundation for his scholarly work. Education: Ph.D., University of California, San Diego Professor McGown's research spans algebraic, analytic, and computational number theory, with specialized focus on Euclidean number fields, arithmetic statistics, character sums, and primitive roots. His work bridges theoretical depth and practical computation, addressing fundamental questions about prime distributions, field extensions, and algorithmic efficiency. This interdisciplinary approach connects pure mathematics with applications in cryptography and computational science. Analysis of his 15 most recent publications reveals consistent thematic evolution: early works established foundations in quadratic and cubic fields, while recent research expands into quintic fields, graph theory connections, and explicit computational bounds. Collaborative patterns show sustained partnerships with number theory specialists, yielding methodological innovations in arithmetic statistics and prime number theory. There are no documented scientific awards in the provided materials. Professor McGown actively mentors undergraduate researchers through honor's theses and Master's programs, emphasizing preparation via courses like Math 337 (Number Theory) and Math 420 (Advanced Calculus). His teaching portfolio includes advanced courses such as Complex Analysis and Cryptography, alongside foundational instruction in Calculus and Linear Algebra. While no specific grants are listed, his extensive publication record indicates sustained research productivity. No dedicated research laboratories or formal teams are referenced in the available documentation.

• Algebraic Combinatorics
• Matroid Theory
• Polytopes
• +۳ مورد دیگر

Luis Ferroni is a Tenure-track Assistant Professor in the Department of Mathematics at Università di Pisa since April 2025. He concurrently holds a Postdoctoral Member position at the Institute for Advanced Study (IAS) in Princeton, New Jersey, under the mentorship of June Huh. Previously, he was a Postdoctoral Researcher at KTH Royal Institute of Technology (2022–2024) and earned his PhD in Mathematics from the University of Bologna (2018–2021), advised by Luca Moci. His Licentiate Degree in Mathematics was obtained from the Universidad Nacional de Córdoba (2013–2018). His research focuses on Algebraic Combinatorics , Matroid Theory , Polytopes , and Ehrhart Theory . Notable contributions include work on Ehrhart positivity, Kazhdan-Lusztig polynomials of matroids, and the Merino-Welsh conjecture. His research bridges combinatorial geometry, algebraic structures, and discrete mathematics. Ferroni has been awarded prestigious honors such as the Premio INdAM-UMI-SIMAI 2023 (for his PhD thesis on matroid polytopes), the Premio Mario Baldassarri 2023 (for his article on matroid non-Ehrhart positivity), and the Michele Cuozzo Prize 2022 for his thesis. He is also recognized for academic excellence during his undergraduate studies, including multiple top rankings at the Universidad Nacional de Córdoba. His teaching experience spans roles as a Teaching Assistant (TA) and Tutor at institutions like the University of Bologna and KTH. He has taught courses such as Enumerative Combinatorics and Geometry. Ferroni actively participates in academic outreach, serving as a jury member for the CIMA Olympiad and coaching programming teams in international competitions like the ICPC World Finals. He has presented at leading venues including the Harvard/MIT Combinatorics Seminar, the Institute for Pure & Applied Mathematics (UCLA), and international conferences like the British Combinatorial Conference. His work appears in top journals such as Advances in Mathematics , SIAM Journal on Discrete Mathematics , and Combinatorial Theory .

Ulrich Derenthalمشاهده پروفایل

استاد

• Number Theory
• Algebraic Geometry
• Rational Points on Algebraic Varieties
• +۳ مورد دیگر

Prof. Dr. Ulrich Derenthal is a Professor in the Department of Algebra, Number Theory and Discrete Mathematics at Leibniz University Hannover, within the Faculty of Mathematics and Physics. He holds management roles in the Institute of Algebra, Number Theory and Discrete Mathematics and is a member of the Riemann Center for Geometry and Physics. His research focuses on number theory, algebraic geometry, and the study of rational points on algebraic varieties, with particular emphasis on Cox rings, universal torsors, and Manin’s conjecture. Key roles include membership in the Faculty Council and the Leibniz School of Education Leadership Board. His teaching spans advanced courses in number theory, algebraic geometry, and arithmetic geometry, reflecting his expertise in these areas. Derenthal has extensively contributed to the field through numerous publications, including works on Cox rings and their applications to rational points on varieties. Research interests include the geometry of del Pezzo surfaces, singular varieties, and the interplay between arithmetic and algebraic geometry. Collaborations with institutions like the Riemann Center and international workshops highlight his active involvement in the academic community. No scientific awards are explicitly mentioned, but his contributions are recognized through his extensive publication record and academic leadership.

Fanny Kasselمشاهده پروفایل

استاد پژوهشی

• Discrete Subgroups of Lie Groups
• Geometric Group Theory
• Pseudo-Riemannian Geometry
• +۵ مورد دیگر

Fanny Kassel is a distinguished French mathematician and CNRS Research Director at the Institute of Advanced Scientific Studies (IHES) since 2016, specializing in geometric group theory, discrete subgroups of Lie groups, and pseudo-Riemannian geometry. Her work has significantly advanced our understanding of geometric structures, dynamical systems, and spectral theory related to discrete group actions. Education: Studied at Lycée Louis-le-Grand Entered École Normale Supérieure in 2003 PhD from University of Paris Sud XI - Orsay in 2009 under Yves Benoist Research Interests: Fanny Kassel's research focuses on the geometric, dynamical and spectral aspects of discrete subgroups of Lie groups. She has made significant contributions to understanding flat Lorentzian manifolds of dimension 3, solving a conjecture by Drumm and Goldman from the early 1990s. Her work explores the actions of discrete groups on homogeneous spaces in connection with various geometric structures on manifolds (pseudo-Riemannian or projective) and higher-order Teichmüller-Thurston theory. Her research bridges several mathematical disciplines, connecting representation theory with geometric structures and dynamical systems. She has particularly advanced our understanding of convex cocompactness in various geometric settings, including real projective geometry and pseudo-Riemannian hyperbolic spaces. Research Trends: Analysis of Kassel's most recent publications reveals a consistent focus on extending classical concepts of discrete group actions to broader geometric contexts. Her work increasingly explores connections between different geometric structures (projective, pseudo-Riemannian, hyperbolic) through the lens of discrete group actions. A notable trend is her development of "convex cocompactness" theory across multiple geometric settings, providing unifying frameworks for previously disconnected areas of research. Her collaborations, particularly with Danciger and Guéritaud, have been highly productive in advancing these interconnected research directions. Awards and Recognition: CNRS Bronze Medal (2015) ERC Starting Grant (2016) ICM Rio Invited Lecturer (2018) Mathematics Medal of the French Academy of Sciences (2024) Grants and Collaborations: Kassel has led significant research projects including the ERC Starting Grant DiGGeS. She organizes the "Geometry and Discrete Groups" seminar at IHES and has organized numerous workshops and conferences. Her extensive collaborations include work with prominent mathematicians such as Jeffrey Danciger, François Guéritaud, Olivier Guichard, and Anna Wienhard. These collaborations have resulted in a rich body of work connecting geometric group theory with differential geometry and dynamical systems. Research Environment: Kassel works within the Alexander Grothendieck Laboratory at IHES, a premier research environment for mathematics and theoretical physics. She actively participates in the mathematical community through organizing seminars, workshops, and conferences. Her research group and collaborations form a vibrant network exploring the frontiers of geometric group theory and related fields.

• Computational Mathematics
• Wave Propagation
• Numerical Analysis
• +۳ مورد دیگر

Aurélien Citrain is a researcher at Inria's MAGIQUE-3D project team, focusing on computational methods for wave propagation. He completed his PhD in Applied Mathematics at INSA Rouen (2016–2019), where he studied the coupling of Discontinuous Galerkin (DGM) and Spectral Element Methods (SEM) for elasto-acoustic wave problems. His work emphasizes hybrid mesh discretizations to optimize simulations in complex geometries. Affiliation: Inria (MAGIQUE-3D team), part of the Depth Imaging Partnership (DIP) with TOTAL Education: PhD in Applied Mathematics (INSA Rouen, 2019), Engineering Master (INSA Rouen), Research Master in Fundamental/Applied Mathematics (University of Rouen) Research Interests: Development of high-order numerical methods for seismic wave simulation, including coupling DGM/SEM on hybrid meshes, parallel computing with OpenMP, and software implementation for geophysical applications. His work addresses challenges in anisotropic media, attenuation modeling, and DAS (Distributed Acoustic Sensing) acquisition systems. Publications: Active contributor to conferences like MATHIAS, WAVES, and computational mechanics symposiums, with a focus on DG-SE coupling for elasto-acoustic systems and seismic monitoring innovations.