جست‌وجوی استاد و پژوهشگر

Martin Paulsenمشاهده پروفایل

استاد

• Slavic Linguistics
• Language Ideology
• East Slavic Literature
• +۳ مورد دیگر

Martin Paulsen is a Professor and Head of the Department of Foreign Languages at the University of Bergen. His research focuses on East Slavic languages (Russian, Belarusian, Ukrainian), language ideology, metadiscourse, and the intersection of digital media with linguistic practices. He specializes in sociolinguistics, contemporary literature, and the historical development of linguistic norms in post-Soviet contexts. He holds a PhD in Russian Studies from the University of Bergen (2009) and an MA in Slavic Languages from the University of Oslo (2004). His work explores topics such as the role of language in national identity, online communication dynamics, and the sociopolitical dimensions of literary criticism. He leads the Research Group for East Slavic Languages, Societies, and Cultures and has participated in NFR-funded projects like The Future of Russian and Web Wars . Paulsen’s recent research includes analyses of Ukrainian national narratives in the context of the Russia-Ukraine war, digital transformations of language norms, and the cultural impact of cyberactivism. He has published extensively on topics ranging from transliteration debates to the sociology of literature, with a focus on post-Soviet societies. His work frequently intersects with contemporary geopolitical issues, including Belarusian authoritarianism and Ukrainian academic solidarity. He serves as a columnist for Bergens Tidende and contributes to public discourse on Eastern European politics and human rights. His interdisciplinary approach bridges traditional humanities scholarship with modern digital and sociopolitical challenges.

• Hadron Spectroscopy
• Exotic Particles
• Charmonium Physics
• +۱۳ مورد دیگر

Alfons Khoukaz is an Associate Professor in the Department of Physics at the University of Münster, within the Faculty of Mathematics and Natural Sciences. He leads a research group focused on experimental hadron and nuclear physics, with active involvement in major international collaborations including BESIII (Beijing), PANDA (FAIR, Darmstadt), MAGIX (MESA, Mainz), and past experiments at COSY-11, ANKE, and WASA-at-COSY in Jülich. His research interests span a wide range of topics in particle and nuclear physics, with a strong emphasis on hadron spectroscopy , the search for exotic particles such as tetraquarks and glueballs, and the study of charmonium states like the Y(4260) and X(1835). A significant part of his work involves the development and optimization of advanced internal targets, including cluster-jet, gas-jet, and droplet targets , which are critical for high-luminosity fixed-target experiments. His group has designed and built the cluster-jet target used at COSY and the gas-jet target for the MAGIX experiment. He also collaborates on laser-cluster interaction studies via the CryoFlash project with Heinrich-Heine University Düsseldorf, using the ARCTURUS laser system. The 15 most recent articles reflect a consistent focus on exotic hadrons, precision measurements (e.g., proton radius, rare decays), and target technology innovation. These works are primarily based on data from BESIII, ANKE, WASA, and MAGIX, and explore fundamental questions in quantum chromodynamics and potential physics beyond the Standard Model. Scientific contributions include: Leading role in cluster-jet and gas-jet target development for PANDA and MAGIX Key analyses in η and η' meson physics, including rare decays and final-state interactions Search for dibaryons and exotic multiquark states Probing dark photons and fundamental constants via precision electron scattering Prof. Khoukaz advises a team of researchers and students working on data analysis, target instrumentation, and detector development. His group participates in large-scale projects funded by national and international agencies, contributing to both experimental infrastructure and theoretical understanding in hadron physics. The group maintains strong collaborations with institutions in Germany, China, Sweden, and the Netherlands. While no formal PhD students are listed in the provided text, the team includes multiple early-career researchers engaged in thesis work. The group also operates advanced laboratory setups for target testing and characterization at the University of Münster.

• Applied Mathematics
• Nonlinear Partial Differential Equations
• Calculus of Variations
• +۳ مورد دیگر

Dr. Konstantinos Koumatos is a Reader in Mathematics at the University of Sussex, School of Mathematical and Physical Sciences. He holds a PhD from the University of Oxford (2012) and has held academic positions including Senior Lecturer (2021–present) and Lecturer (2016–2021) at Sussex. His research focuses on calculus of variations, nonlinear PDEs, and mathematical materials science, particularly in nonlinear elasticity and its dynamic/static applications. He has collaborated on projects involving discontinuous Galerkin methods, viscoelastic models, and martensitic phase transitions. Education includes a BSc in Mathematical Sciences (University of Bath, 2006), MSc in Advanced Study (University of Cambridge, 2007), and PhD (University of Oxford, 2012). Postdoctoral research included roles at the University of Oxford (2012–2014) and Gran Sasso Science Institute (2014–2016). Research interests span theoretical and applied aspects of elasticity, with a focus on bridging static and dynamic PDE frameworks. Notable contributions include work on quasiconvex elastodynamics, measure-valued solutions, and Γ-convergence analyses in biomaterials. Key grants include funding from EPSRC and the London Mathematical Society for studies on elasticity and materials science. Publications emphasize advanced numerical methods, material microstructure modeling, and PDE theory. Recent work includes discontinuous Galerkin methods for variational problems (2025), viscoelastic Kelvin-Voigt models (2023), and uniqueness of hyperbolic conservation laws (2021). His work often intersects applied mathematics, computational mechanics, and materials engineering.

Andrew Jackuraمشاهده پروفایل

استاد پژوهشی

• Nuclear and Particle Theory
• Quantum Chromodynamics
• Reaction Theory and Phenomenology
• +۲ مورد دیگر

Andrew Jackura is a Research Professor in the Department of Physics at the College of William & Mary. His research focuses on theoretical nuclear and particle physics, particularly in quantum chromodynamics (QCD), reaction theory, and hadron spectroscopy. He specializes in lattice field theory methodologies to study multi-particle systems and scattering amplitudes. Dr. Jackura holds a Ph.D. and M.S. in Physics from Indiana University (2019 and 2017, respectively). His work addresses fundamental questions in strong-interaction physics, including three-body systems, Efimov states, and the analytic structure of QCD amplitudes. Recent research emphasizes quantization conditions in finite-volume systems, partial-wave projections for relativistic amplitudes, and exploring exotic hadron states via lattice QCD. His publications (2021–2025) consistently advance computational techniques for multi-hadron interactions and precision calculations in particle physics. His contributions bridge experimental data interpretation with theoretical frameworks, including analyses of LHCb and COMPASS experiments. Current efforts focus on resolving ambiguities in scattering amplitude parametrization and extending formalisms to higher-body systems.

David Wilsonمشاهده پروفایل

پژوهشگر ارشد

• Particle Physics
• Quantum Chromodynamics (QCD)
• Lattice QCD
• +۳ مورد دیگر

Dr. David Wilson is a Royal Society University Research Fellow at the Department of Applied Mathematics and Theoretical Physics (DAMTP), University of Cambridge. His primary research focuses on hadron spectroscopy using Quantum Chromodynamics (QCD), particularly through Lattice QCD methods. He investigates coupled-channel scattering amplitudes and hadron resonances, contributing to the Hadron Spectrum Collaboration. Wilson earned his PhD from the Institute for Particle Physics Phenomenology (IPPP), Durham University (2006–2010). His career includes postdoctoral roles at institutions such as Old Dominion University, Argonne National Laboratory, and Trinity College Dublin. His work bridges theoretical physics and computational methods to understand strong interactions in QCD. Research Interests: Wilson’s research centers on Lattice QCD applications to study hadron scattering, resonance structures, and finite-volume effects. His methods involve advanced numerical techniques, such as the Lüscher formalism and multi-channel analyses, to extract scattering amplitudes from lattice data. Key areas include charmonium states, exotic mesons, and coupled-channel dynamics. Publications: His recent work emphasizes coupled-channel systems (e.g., DD*, B mesons) and explores exotic states through lattice simulations. Articles highlight advancements in computational efficiency and resonance identification. These studies contribute to resolving long-standing puzzles in hadron physics, such as the σ meson and hybrid meson properties. Awards/Grants: While no specific awards are listed, his Royal Society Fellowship underscores recognition of his research. Collaborations like Hadron Spectrum highlight his role in large-scale projects. Lab/Team: Member of the Hadron Spectrum Collaboration, advancing lattice QCD simulations for hadron spectroscopy.

Hugh Osbornمشاهده پروفایل

استاد

• Quantum Field Theory
• Theoretical Physics
• Conformal Field Theory
• +۳ مورد دیگر

Professor Hugh Osborn holds the position of Professor of Mathematics at the Department of Applied Mathematics and Theoretical Physics (DAMTP) , part of the Faculty of Mathematics at the University of Cambridge. His research focuses on Quantum Field Theory , with a particular emphasis on Conformal Field Theory , Renormalization Group flows , and High Energy Physics . He is associated with the High Energy Physics Research Group at DAMTP and maintains a personal homepage at http://www.damtp.cam.ac.uk/user/ho/ . Research Interests Osborn's work explores foundational aspects of quantum field theory, including conformal symmetry, critical phenomena, and the mathematical structures underlying particle physics. His contributions span topics such as conformal bootstrap techniques , superconformal indices , and exact renormalization group equations . Recent studies include analyses of multi-critical fixed points and the diagonal limit of conformal blocks in diverse dimensions. Publications His most recent publications (2018–2005) emphasize advancements in conformal field theory, renormalization group methods, and superconformal symmetry. Key themes include the exploration of fixed points in scalar theories, structures in six-dimensional conformal manifolds, and applications of the superconformal index in dual theories. Awards & Grants No specific awards or grants are explicitly listed in the provided texts. However, his extensive publication record and academic position reflect sustained contributions to theoretical physics. Labs & Collaborations Osborn collaborates within the High Energy Physics group at DAMTP, contributing to interdisciplinary research at the interface of mathematics and physics. His work often involves theoretical frameworks applicable to both particle physics and condensed matter systems.

Linda Megnerمشاهده پروفایل

دانشیار

• Climate Dynamics
• Atmospheric Circulation Systems
• Dynamic Meteorology
• +۵ مورد دیگر

Linda Megner is an Associate Professor and researcher at the Meteorological Department (MISU) of Stockholm University. Her work focuses on atmospheric dynamics across multiple scales, particularly in the mesosphere and lower thermosphere (MLT) region. She leads research projects involving satellite-based observations through Sweden's MATS satellite, which was launched in November 2022 to study atmospheric waves and airglow phenomena. Research Focus: Mesospheric airglow/aerosol tomography, atmospheric circulation systems, polar climate sensitivity, gravity wave dynamics, and satellite-based climate monitoring Instruments: Utilizes satellite limb imaging, rocket-borne mass spectrometers, and ground-based calibration systems Key Phenomena: Studies oxygen atmospheric band emissions, noctilucent clouds, polar mesospheric clouds, and energetic electron precipitation effects Her recent publications from 2023-2025 demonstrate increasing sophistication in tomographic limb imaging techniques, with detailed analyses of gravity wave structures, airglow patterns, and Earth energy imbalance measurements. The MATS satellite mission has enabled 3D reconstructions of mesospheric wave activity and improved understanding of radiation pressure effects on orbital dynamics. Her work also addresses critical data processing challenges in atmospheric observations and explores connections between solar cycles and atmospheric chemistry. This research has significant implications for climate modeling, particularly regarding natural climate variations and the interplay between atmospheric, oceanic, and cryospheric systems. She contributes to both theoretical understanding through partial differential equations of atmospheric motion and practical implementation via satellite mission design and instrumentation calibration.

• Mathematical modeling for biomedical applications
• Analysis of models for tumor growth
• Bacterial cell motion (kinetic to macroscopic)
• +۱۱ مورد دیگر

Benoît Perthame serves as Professor (classe exceptionnelle) at Pierre and Marie Curie University since 1993 and Director of the Laboratoire Jacques-Louis Lions since 2013. Previously, he led INRIA's M3N and BANG teams (1998-2013) and held positions at École Normale Supérieure (1983-1988 as Assistant Professor; 1997-2007 on duty) and University of Orléans (1988-1993). His research spans mathematical modeling for biomedical applications, tumor growth analysis, bacterial motion kinetics, evolutionary models, neural network mean-field theories, hyperbolic systems, and optimal control. Key contributions include kinetic equation formulations, averaging lemmas, and Vlasov-Poisson system solutions, bridging rigorous mathematics with biological and physical applications through partial differential equations and conservation laws. Recent publications emphasize mathematical neuroscience (neuronal network dynamics), chemotaxis modeling (bacterial traveling waves), and stochastic conservation laws, demonstrating consistent focus on kinetic theory applications to biological phenomena while advancing fundamental PDE analysis techniques. Honours and Awards: 2015 Grand Prix INRIA - French Academy of Sciences 2014 Plenary Speaker at ICM Seoul 2013 Blaise Pascal Medal (EURASC) 2011 Invited Speaker at ICIAM (Vancouver) 2007-16 Senior Researcher at Institut Universitaire de France 1997 Prize Sacchi-Landriani (Academia Lombarda di Scienze e Lettere, Milan) 1994 Silver Medal CNRS 1989 Pecot Prize (Collège de France) Perthame has mentored 25 PhD students (14 in research careers, including 5 university professors/CNRS senior scientists) and served on scientific boards for CEA-DAM (2001-2008), CNRS selection committees (2005-2013), Region Centre (2004-2016), and Sorbonne University's Faculty of Mathematics (2007-present). He edited Modelisation Mathematique et Analyse Numerique (1997-2005) and serves on editorial committees for Communications in PDE, Calcolo, DCDS(B), and other leading mathematical journals. As Director of Laboratoire Jacques-Louis Lions, he leads one of Europe's premier mathematics research centers focused on partial differential equations, numerical analysis, and interdisciplinary applications in biology and physics.

• Geometric Analysis
• General Relativity
• Statistical Physics
• +۳ مورد دیگر

Pei-Ken Hung is an Assistant Professor in the Department of Mathematics at the University of Illinois Urbana-Champaign, affiliated with the College of Liberal Arts & Sciences. His research focuses on geometric analysis, general relativity, and statistical physics, with particular emphasis on differential geometry, geometric flows, and gravitational theories. He holds an office in Altgeld Hall and can be reached via pkhung@illinois.edu. His work bridges pure mathematics and theoretical physics, addressing problems in scalar curvature, quasi-local mass, and spacetime stability. Recent research includes studies on boundary behavior of manifolds, Minkowski inequalities in gravitational contexts, and linear stability analyses of Schwarzschild spacetimes. His publications span journals like Proceedings of the American Mathematical Society , International Mathematics Research Notices , and Communications in Mathematical Physics , reflecting contributions to geometric analysis and relativity. Notable topics include inverse mean curvature flows, systolic inequalities, and geometric evolution equations. Hung collaborates with leading researchers in the field, such as A. Alaee, M. Khuri, and S. Brendle, advancing understanding of geometric structures and their physical implications. His research trends emphasize interdisciplinary approaches to geometric problems, leveraging PDE techniques and geometric measure theory. While no awards are explicitly listed, his active publication record and academic role indicate sustained scholarly impact. Advising and grants details are not provided in available texts, but his work suggests engagement in graduate student mentorship and collaborative research initiatives.

Rita Teixeira da Costaمشاهده پروفایل

استادیار

• Mathematical General Relativity
• Black Holes
• Hyperbolic Partial Differential Equations
• +۳ مورد دیگر

Rita Teixeira da Costa is an Assistant Professor at the Department of Pure Mathematics and Mathematical Statistics (DPMMS) at the University of Cambridge, and Sheila Edmonds Lecturer at Newnham College. She holds a dual affiliation as an NSF and Princeton Gravity Initiative Fellow (2021–2024) and Junior Research Fellow at Trinity College. Her research focuses on Mathematical General Relativity, particularly black hole dynamics, hyperbolic PDEs, and geometric analysis. Her work explores foundational questions in gravitational physics, including stability properties of black holes, the behavior of gravitational waves, and the interplay between geometric structures and partial differential equations. Notable contributions include analyses of the Teukolsky equation on Kerr spacetimes and homogenization techniques applied to Einstein’s equations in symmetric configurations. Key awards include her NSF fellowship and Trinity College Junior Research Fellowship. While her profile does not explicitly list grants or advising roles, her publications reflect active engagement in collaborative research with institutions like Princeton University and international co-authors. Her personal homepage at DPMMS provides further details on her research outputs and academic activities.

Mark Staceyمشاهده پروفایل

استاد

• Environmental Fluid Mechanics
• Coastal and Estuarine Physics
• Climate Adaptation
• +۳ مورد دیگر

Mark Stacey is the Henry and Joyce Miedema Professor of Environmental Engineering in the Department of Civil and Environmental Engineering at the University of California, Berkeley's College of Engineering. Formerly serving as Department Chair, he leads research in environmental fluid mechanics with emphasis on coastal and estuarine systems and climate adaptation. His educational background includes: Ph.D. in Civil and Environmental Engineering, Stanford University (1996) M.S. in Civil and Environmental Engineering, Stanford University (1993) B.A.S. in Physics and Political Science, Stanford University (1991) Stacey's research centers on climate change impacts on coastal communities, integrating environmental fluid mechanics , sea-level rise physics , and infrastructure resilience . His work examines how precipitation changes, storms, and sea-level rise affect coastal ecosystems and human settlements through numerical modeling , field observations , and theoretical analyses . Key focus areas include shoreline adaptation, marsh survival as protective features, and developing community-informed adaptation pathways that address regional interdependencies. His approach bridges fundamental hydrodynamics with practical climate resilience solutions. Analysis of his recent publications reveals intensifying focus on infrastructure vulnerability under climate change, with increasing attention to community exposure networks, wastewater system risks, and multiscale sea-level interactions. His work spans from fine-scale sediment transport to regional infrastructure interdependencies, consistently emphasizing practical adaptation frameworks. His scientific recognition includes: National Science Foundation CAREER award Fofonoff Award from the American Meteorological Society As an educator and advisor, Stacey mentors graduate students in environmental engineering, with research supported by competitive grants including the NSF CAREER award. He actively engages with initiatives like the Berkeley Water Center and WeRISE Summit Conference, fostering interdisciplinary collaboration on water challenges. His work integrates community perspectives to develop viable adaptation strategies that account for complex physical and social interdependencies in coastal regions.

Joshua McGinnisمشاهده پروفایل

پژوهشگر ارشد

• Applied Mathematics
• Computational Science
• Stochastic Processes
• +۳ مورد دیگر

Joshua McGinnis is a Research Fellow in Applied Mathematics and Computational Science (AMCS) at the University of Pennsylvania's School of Arts and Sciences, Department of Mathematics. His research focuses on applied mathematics, computational science, stochastic processes, wave propagation, and discrete mathematics. He holds a postdoctoral position in the AMCS program, affiliated with the Mathematics Department. His recent work explores stochastic compartmental models in electrophysiology, wave dynamics in random lattice systems, and zero-knowledge proofs for graph-based problems. Notable contributions include rigorous approximations of lattice systems and analyses of wave behavior in nonlinear systems with random parameters. No scientific awards, advising roles, or grant information is listed in the provided materials. His current position emphasizes interdisciplinary research at the intersection of applied mathematics and computational theory.

Frithjof Lutscherمشاهده پروفایل

استاد

• Applied Mathematics
• Mathematical Biology
• Spatial Ecology
• +۶ مورد دیگر

Frithjof Lutscher is a Full Professor in the Department of Mathematics and Statistics at the University of Ottawa, part of the Faculty of Science. He joined the university in 2005 following a PIMS postdoctoral fellowship at the Universities of Alberta and Calgary. His research focuses on applied mathematics and mathematical biology, with expertise in dynamical systems, mathematical modeling, spatial ecology, and biological invasion dynamics. He holds a PhD from the University of Tübingen (2000) and a Dipl. Math. degree. Education: PhD in Mathematics, University of Tübingen, 2000 Dipl. Math. (Master's equivalent) Research Interests: Professor Lutscher explores theoretical and applied aspects of dynamical systems, including integrodifference equations, spatial ecology, biological invasions, conservation biology, and climate change impacts. His work bridges mathematical theory with ecological applications, emphasizing predictive modeling for ecological systems. Publications: His recent work highlights innovations in spatial modeling, including hybrid finite element methods for habitat dynamics and analyses of climate-driven ecological shifts. These studies address critical questions in biodiversity, species range shifts, and invasive species control. CAIMS Research Prize (2022) NSERC Discovery Accelerator Supplement (2016–2018) Ontario Early Researcher Award (2007) Advising & Grants: While no specific advisees are listed, his research group in Applied Mathematics addresses interdisciplinary projects funded by NSERC and other agencies. His work often collaborates with ecologists and conservation scientists. Labs/Teams: Leads the Applied Mathematics Research Group at the University of Ottawa, focusing on ecological and environmental modeling.

Jiao Heمشاهده پروفایل

استادیار

• Partial Differential Equations
• Fluid Mechanics
• Fourier Analysis
• +۳ مورد دیگر

Jiao He is an Assistant Professor affiliated with the Laboratoire de Mathématiques d'Orsay at Université Paris-Saclay. Their research focuses on the analysis of partial differential equations (PDEs) arising in fluid mechanics, including fluid-solid systems and singular limits, with additional work on numerical simulations and Fourier analysis methods for PDEs. Research interests include: Cauchy theory and regularity theory for PDEs Fluid-structure interaction models Nonlinear shallow water dynamics Wave energy converter simulations Fourier analysis applications to PDEs They co-organize the Séminaire Analyse Numérique et EDP and collaborate with researchers such as Rafael Granero-Belinchón, Edoardo Bocchi, and Gastón Vergara-Hermosilla.

• Mathematical General Relativity
• Gravitational Physics
• Linearised Gravity
• +۳ مورد دیگر

Sam C. Collingbourne is a Research Fellow (Postdoctoral Research Associate) at the School of Mathematics, University of Edinburgh, under the mentorship of Dr. Jan Sbierski. Previously, he earned his Ph.D. in 2022 from the University of Cambridge's Department of Pure Mathematics and Mathematical Statistics, supervised by Professor Mihalis Dafermos. His doctoral work focused on the Gregory-Laflamme Instability and conservation laws in linearised gravity. Research Interests: His research explores mathematical general relativity, gravitational physics, and theoretical frameworks governing spacetime dynamics. Key areas include stability analyses of black holes, gravitational wave behavior, and the application of partial differential equations in relativistic contexts. Contact & Affiliations: He can be reached at sc.collingbourne@ed.ac.uk , and his office is located in Room 1414 of the James Clerk Maxwell Building. Teaching materials and further research details are available via his research page and teaching portal . Education: Ph.D. in Mathematics, University of Cambridge (2022) Supervisor: Professor Mihalis Dafermos Thesis: "The Gregory--Laflamme Instability and Conservation Laws in Linearised Gravity"