جست‌وجوی استاد و پژوهشگر

Filippo Bracciمشاهده پروفایل

استاد

• Geometric Function Theory
• Iteration Theory and Commuting Holomorphic Maps
• Holomorphic Foliations
• +۵ مورد دیگر

Filippo Bracci is a Full Professor at the Department of Mathematics , University of Rome Tor Vergata . His work focuses on geometric function theory, holomorphic dynamics, and complex analysis in higher dimensions, with applications to semigroups of holomorphic maps and Loewner equations. Research Interests include geometric function theory, iteration theory, holomorphic foliations, complex Monge-Ampère equations, and visibility properties in convex domains. He has contributed to understanding holomorphic evolution equations and their connections to dynamical systems. Grants : Principal Investigator for ERC Starting Grant 277691 (HEVO) and multiple PRIN projects (2007–2022) on complex manifolds and dynamics. Editorial Roles : Member of editorial boards for journals such as Computational Methods and Function Theory , Bulletin des Sciences Mathématiques , and Complex Analysis and Operator Theory . Leadership : Vice-President of INdAM (Istituto Nazionale di Alta Matematica) and involved in organizing seminars and academic programs.

PAULO NICANOR SEMINARIO HUERTASمشاهده پروفایل

استاد

• Mathematical Analysis
• Applied Mathematics
• Partial Differential Equations
• +۴ مورد دیگر

Paulo Nicanor Seminario Huertas is a Professor and researcher at the Universidad Politécnica de Madrid since April 2024. He holds a Ph.D. in Science (Mathematics) and has collaborated internationally with institutions in Peru, Brazil, Chile, and Spain. Bachelor’s in Mathematics (Universidad Nacional del Callao, Peru, 2012) Master’s in Science (Mathematics, Universidade de São Paulo, 2015) Ph.D. in Science (Mathematics, Universidade de São Paulo, 2019) Research Interests: Focused on well-posedness and stability of autonomous/non-autonomous partial differential equations, with applications to waves, beams, plates, seismic waves, and porous-elastic materials. Interdisciplinary work spans physics, biology, economics, ecology, and epidemiology. 8 publications in high-impact journals (6 Q1) and a Springer book chapter Active in non-autonomous dynamics and deterministic/non-deterministic modeling Awards: Recognized by CONCYTEC (Peru) at university and national levels. Teaching: Over 2000 hours taught across undergraduate, master’s, and doctoral programs. Supervised 1 master’s thesis, 3 bachelor’s theses, and 16 undergraduate projects. Currently advising 2 doctoral theses.

Gustav Holzegelمشاهده پروفایل

استاد

• Applied Analysis
• Partial Differential Equations
• General Relativity
• +۴ مورد دیگر

Gustav Holzegel is a Professor at the Mathematical Institute, Department of Mathematics and Computer Science, University of Münster. He serves as a Member of Mathematics Münster and an Investigator in Mathematics Münster, specializing in Applied analysis and theory of partial differential equations with applications to general relativity. His research focuses on the mathematical foundations of gravitational physics: Mathematical analysis of black hole stability and perturbations Theory and applications of the Teukolsky equation on various spacetimes Wave propagation on curved spacetimes including Schwarzschild and Kerr metrics Anti-de Sitter spacetimes and boundary correspondence problems Conservation laws in gravitational systems Geometric analysis of Einstein's field equations Professor Holzegel's recent publications demonstrate a consistent focus on rigorous mathematical analysis of problems in general relativity, particularly examining boundedness, decay properties, and stability of solutions to key equations in black hole physics. His work bridges pure mathematics with theoretical physics, providing foundational insights into gravitational phenomena. He actively contributes to major research initiatives: CRC 1442 - B06: Einstein 4-manifolds with two commuting Killing vectors EXC 2044 - B1: Smooth, singular and rigid spaces in geometry EXC 2044 - C1: Evolution and asymptotics EXC 2044 - C4: Geometry-based modelling, approximation, and reduction His work has significant implications for understanding the mathematical structure of spacetime and gravitational physics, with publications appearing in leading journals such as Communications in Mathematical Physics, Annals of PDE, Acta Mathematica, and Classical and Quantum Gravity.

Joël Merkerمشاهده پروفایل

استاد

• Complex Geometry
• Complex Analysis
• Algebraic Geometry
• +۷ مورد دیگر

Joël Merker is a Professor in the Department of Mathematics at Université Paris-Saclay, affiliated with the Faculty of Sciences. His research spans complex geometry, algebraic hyperbolicity, and CR structures. Key Research Areas: Complex analysis, differential algebra, geometric invariants, and philosophical foundations of mathematics. Notable Collaborations: Contributions to the Green-Griffiths and Kobayashi hyperbolicity conjectures. Teaching: Developed extensive materials in linear algebra, integration theory, and Fourier analysis. Students: Advised Samuel Pocchiola, focusing on Cartan equivalences for CR manifolds. Conferences: Active in international workshops on complex geometry and dynamical systems (2006-2014). His work integrates geometric proofs with computational methods, emphasizing synthetic reasoning and algorithmic constructions.

Alexis F. Vasseurمشاهده پروفایل

استاد

• Partial Differential Equations
• Fluid Mechanics
• Navier-Stokes equations
• +۴ مورد دیگر

Alexis F. Vasseur is the John T. Stuart III Centennial Professor in the Department of Mathematics at the University of Texas at Austin, where he has been a faculty member since 2003, progressing from Assistant to Full Professor. He is also an Affiliated Faculty member of the Institute for Computational Engineering and Sciences (ICES) at UT Austin. Prior to joining UT Austin, he held positions at the University of Oxford (2010-2011) and was a permanent researcher at CNRS in France (1999-2003). In 2016, he was elected Fellow of the American Mathematical Society. Professor Vasseur's research focuses on the mathematical analysis of Partial Differential Equations with applications to Fluid Mechanics. His work spans Navier-Stokes equations, hyperbolic conservation laws, non-local operators, kinetic equations, and hydrodynamic limits. He has made significant contributions to the understanding of shock wave stability, boundary layer analysis, regularity theory, and vanishing viscosity limits. His recent publications (2020-2023) demonstrate continued productivity and impact in the field, with papers in top journals including Inventiones Mathematicae and Archive for Rational Mechanics and Analysis. His work shows a consistent focus on stability analysis, regularity theory, and mathematical aspects of fluid dynamics, with increasing attention to kinetic equations and their connections to fluid models. Fellow of the American Mathematical Society (2016) Presentation at Seminaire Bourbaki in Paris (2017) Frank Gerth III Faculty Fellowship (2009-2010) President's Associates Centennial Teaching Fellowship (2008-2009) Professor Vasseur maintains an active research group with current funding from multiple NSF grants, including an NSF-EPSRC Collaborative Research award (2022-2025) and an NSF-RTG grant as Co-PI (2019-2024). He has successfully mentored 9 PhD students to completion, with several now holding faculty positions internationally. His research group focuses on advanced topics in PDE theory with applications to fluid mechanics, providing students with opportunities for international collaboration and publication in top mathematics journals. Professor Vasseur maintains a productive research program with strong connections to the international mathematics community, regularly participating in conferences and workshops worldwide and collaborating with researchers across Europe, Asia, and North America.

Marc Laforestمشاهده پروفایل

دانشیار

• Continuum mechanics
• Hyperbolic conservation laws
• Kinetic equations
• +۶ مورد دیگر

Marc Laforest is an Associate Professor in the Department of Mathematics and Industrial Engineering at Polytechnique Montréal. He holds a B.Sc. from UQAM and M.Sc. and Ph.D. degrees from SUNY at Stony Brook. His academic career at Polytechnique Montréal spans multiple decades, during which he has established himself as a researcher in computational mathematics and numerical analysis. Professor Laforest's research interests focus on continuum mechanics, hyperbolic conservation laws, kinetic equations, numerical analysis, multi-scale analysis, a posteriori error estimation, and mesh adaptivity . His work bridges theoretical mathematics with practical applications, particularly in wave propagation and gas mechanics. Recent publications demonstrate increasing integration of machine learning techniques with traditional numerical methods, reflecting evolving trends in computational science. Analysis of his 15 most recent publications reveals a strong trajectory in computational mathematics with growing emphasis on machine learning applications. His research spans pure mathematical theory to practical engineering applications, particularly in superconductivity modeling. The consistent publication rate (2 papers in 2025, 2 in 2024, 2 in 2023, and 5 in 2022) indicates active research programs and likely multiple ongoing grants. Professor Laforest has supervised 5 doctoral students to completion (most recent in 2024) and 9 master's students (most recent in 2023). His students' thesis topics reflect the breadth of his research interests, ranging from wave equation approximation to contact detection methods and superconductivity modeling. This extensive supervision record demonstrates his commitment to graduate education and mentorship. His teaching responsibilities include courses in differential equations, analysis, and numerical analysis , connecting his research expertise with classroom instruction. While specific grant information isn't provided in the available materials, his consistent publication record across multiple high-impact journals suggests successful grant acquisition and management of research funding.

• Nonlinear Dynamics
• Gas Dynamics
• Shockwaves
• +۶ مورد دیگر

Brian Wissman serves as Interim Associate Vice Chancellor for Academic Affairs and Professor of Mathematics at the University of Hawaiʻi at Hilo within the College of Natural and Health Sciences. His academic leadership spans administrative and teaching roles while maintaining active research in nonlinear systems. Dr. Wissman earned his Ph.D. from the University of California, Davis in 2007 after growing up in the San Francisco Bay Area. His research focuses on Nonlinear Conservation Laws (including gas dynamics and shockwave propagation), Time Series Analysis for chaotic system reconstruction, and Factorization Theory in Monoids . He develops mathematical models to analyze discontinuous solutions in nonlinear systems and explores attractor geometry in chaotic flows. His publications reveal a strong emphasis on applied mathematical physics and algebraic structures , particularly in shockwave dynamics and numerical monoid factorization. Recent work combines theoretical frameworks with computational approaches to nonlinear phenomena. Project NExT Fellow (Sun Dot cohort, 2007) Co-Principal Investigator for Pacific Undergraduate Research Experience (PURE) Mathematics REU As academic administrator, Dr. Wissman established the UH Hilo Putnam competition team in 2011 and regularly supervises directed studies in advanced topics like Nonlinear Conservation Laws and General Relativity. His teaching portfolio includes Ordinary/Partial Differential Equations, Chaos Theory, and Mathematical Physics courses. Outside academia, he coaches youth cross country and plays Ultimate Frisbee at Hilo Bayfront Fields.

• Control of Partial Differential Equations
• Quantum Control
• Geometric Control Theory
• +۲ مورد دیگر

Eugenio Pozzoli is a CNRS permanent researcher (chargé de recherche) since 2023, jointly affiliated with the Rennes Institute of Mathematical Research (IRMAR) at the University of Rennes and the École Normale Supérieure de Rennes (ENS Rennes). His research bridges advanced mathematics and quantum physics, focusing on control theory for partial differential equations and quantum mechanical systems with applications in quantum computing and molecular dynamics. Education: PhD in Mathematics, Sorbonne University and INRIA team CAGE (2021), supervised by Ugo Boscain and Mario Sigalotti Research Focus: Professor Pozzoli's work centers on small-time controllability problems using geometric control theory and sub-Riemannian geometry . His investigations span quantum control of molecular systems (rotors, chiral molecules), bilinear Schrödinger equations , and nonlinear PDE control (heat, wave equations). Recent breakthroughs include enhancing controllability via static fields and solving enantiomer-selective state transfer in degenerate quantum systems, demonstrating exceptional mathematical rigor with experimental relevance. Publication Trends: Analysis of his 15 most recent publications (2024-2025) reveals a dominant focus on quantum control applications (60% of articles), particularly for molecular rotation and chirality, combined with fundamental advances in geometric control theory (30%) and PDE controllability (10%). His work consistently addresses the critical challenge of achieving control in minimal time frames, with increasing emphasis on experimentally feasible strategies for quantum technologies. Grants and Leadership: Principal Investigator of ANR JCJC project QUEST (Quantum and ensemble control in small times) Co-organizer of 'Applications of Mathematics' research seminars at ENS Rennes Lab Environment: As part of IRMAR's mathematics research ecosystem, Professor Pozzoli leads a dynamic group focused on geometric control methods. The QUEST project provides substantial resources for computational modeling and theoretical development, with active recruitment for postdoctoral researchers. His lab emphasizes interdisciplinary collaboration between mathematicians and quantum physicists, maintaining strong ties with Sorbonne University and INRIA while fostering international partnerships through co-authored publications in leading physics and mathematics journals.

Charles Louis Feffermanمشاهده پروفایل

استاد

• Mathematical Analysis
• Harmonic Analysis
• Partial Differential Equations
• +۷ مورد دیگر

Charles Louis Fefferman is the Herbert E. Jones, Jr. '43 University Professor of Mathematics at Princeton University, where he has held a faculty position since 1977. Previously, he served as a full professor at the University of Chicago from 1971 to 1977, becoming the youngest full professor in U.S. history at age 22. His academic journey began at the University of Maryland, College Park, where he earned his undergraduate degree at 17 before completing his PhD at Princeton under Elias Stein at age 20. Fefferman's research spans mathematical analysis with particular emphasis on harmonic analysis, partial differential equations, and complex analysis. His groundbreaking work on singular integrals, Hardy spaces, and the Bergman kernel revolutionized these fields, leading to his Fields Medal in 1978. More recently, he has made significant contributions to Whitney extension problems, fluid dynamics singularity formation, and mathematical aspects of topological materials. His publication record shows remarkable consistency over five decades, with recent work (2019-2023) focusing on manifold learning, smooth function interpolation, and quantum systems. These publications demonstrate both theoretical depth and increasing connections to data science applications, maintaining his position at the forefront of mathematical research. Fefferman's scientific honors form an exceptional constellation of recognition: Fields Medal (1978) Alan T. Waterman Award (1976, inaugural recipient) Salem Prize (1971) Bergman Prize (1992) Bôcher Memorial Prize (2008) Wolf Prize in Mathematics (2017) BBVA Foundation Frontiers of Knowledge Award (2021) As an advisor, Fefferman has mentored numerous doctoral students who have become leaders in their fields, including Matei Machedon, Luis Seco, and Michael Christ. His research group continues to explore fundamental questions in analysis while developing mathematical frameworks for emerging applications in data science and quantum physics. Fefferman remains actively engaged in research, with publications through 2023 demonstrating his continued intellectual vitality and mathematical creativity.

Jesse Chanمشاهده پروفایل

دانشیار

• Computational Engineering
• Scientific Computing
• Reduced Order Modeling
• +۲ مورد دیگر

Jesse Chan is an Associate Professor in the Department of Aerospace Engineering & Engineering Mechanics and the Oden Institute for Computational Engineering and Sciences at The University of Texas at Austin, having joined in Fall 2025 after six years as faculty at Rice University. He earned his Ph.D. in computational science, engineering, and mathematics from The University of Texas at Austin in 2013, followed by postdoctoral positions at Rice University (2013-2015) and Virginia Tech (2015-2016). His educational trajectory demonstrates deep specialization in computational methods for engineering applications. Chan's research focuses on computational engineering and scientific computing, with core expertise in reduced order modeling and computational fluid dynamics. He develops structure-preserving discretizations—including high-order discontinuous Galerkin methods—for simulating time-dependent hyperbolic partial differential equations. His work targets high-speed fluid flows over complex geometries critical to aerodynamic design (aircraft/wind turbines), computational weather prediction, flood modeling, and plasma/fusion energy systems. This research bridges theoretical numerical analysis with practical engineering solutions. Scientific awards: No awards are mentioned in the provided text. Advising and grants: While the text confirms his faculty role and research leadership, specific details about student advising or grant funding are not provided. His integration into the Computational Mechanics Group suggests active collaboration on computational projects. He is a core member of the Oden Institute's Computational Mechanics Group (CMG), which advances interdisciplinary research in computational mechanics—including isogeometric analysis, computational fluid dynamics, and structure-preserving algorithms. The CMG's mission spans fundamental mathematics, algorithm development, and engineering applications across aerospace, energy, and environmental systems.