جست‌وجوی استاد و پژوهشگر

Morten S. Risagerمشاهده پروفایل

استاد

• Analytic Number Theory
• Spectral Theory for Automorphic Forms
• Spectral Deformations
• +۷ مورد دیگر

Morten S. Risager is a Professor in the Department of Mathematical Sciences at the University of Copenhagen. His research focuses on intersections of analytic number theory , automorphic forms , and mathematical physics , particularly in quantum chaos and hyperbolic geometry . He has held positions at Aarhus University and the Institute for Advanced Study, Princeton. Education: Ph.D. in Mathematics (2003, University of Aarhus), M.Sc. in Mathematics (2001, University of Aarhus). Research interests include modular symbols , Eisenstein series , lattice counting problems , and Selberg's conjecture . His recent work analyzes equidistribution in hyperbolic groups and spectral deformations. Publications (2014–2025) cover topics like shifted convolution sums , iterated integrals of modular forms , and hyperbolic circle problems . Collaborations with Petridis and Nordentoft highlight trends in spectral theory and number theory. Scientific awards : Steno Research Fellow (2005–2008) at Aarhus University. Teaching areas encompass linear algebra , analysis , elliptic curves , and analytic number theory .

Lenny Fukshanskyمشاهده پروفایل

استاد

• Number Theory
• Discrete Geometry
• Linear Algebra
• +۳ مورد دیگر

Lenny Fukshansky is a Professor of Mathematics at Claremont McKenna College’s Department of Mathematical Sciences. His research focuses on Number Theory, Discrete and Convex Geometry, and Arithmetic Geometry. He holds a B.S. from UCLA and a Ph.D. from the University of Texas at Austin. Dr. Fukshansky has received significant grants including National Security Agency Young Investigator Grants (2012–2017) and multiple Simons Foundation Collaboration Grants (2011–2022). He has been an invited researcher at prestigious institutions like the Institut Mittag-Leffler (2013), Erwin Schrödinger Institute (2014), and Oberwolfach Research Institute (2017). His work bridges algebraic structures with geometric and analytic techniques, emphasizing lattice theory and Diophantine approximation. Recent publications explore sparse geometry of numbers, Frobenius problems in number fields, and applications of lattice theory in coding and signal processing. Key research themes include lattice-based constructions, minimal solutions to polynomial equations, and geometric interpretations of algebraic number theory. His grants have supported collaborations on topics ranging from cryptographic lattices to historical conjectures like Bateman-Horn.

David Aulicinoمشاهده پروفایل

دانشیار

• Geometry
• Dynamical Systems
• Translation Surfaces
• +۳ مورد دیگر

David Aulicino is an Associate Professor at Brooklyn College and The Graduate Center (CUNY). His research focuses on the intersection of Geometry and Dynamical Systems , particularly translation surfaces, k-differentials, meromorphic differentials, and SL 2 (R) orbit closures. He has organized the Complex Analysis and Dynamics Seminar at the Graduate Center. Education: Ph.D. in Mathematics (2012), University of Maryland - College Park M.A. in Mathematics (2009), University of Maryland - College Park B.A. in Mathematics (2005), Yale University His recent work includes classifying trajectories on Platonic solids, studying affine invariant submanifolds with degenerate Lyapunov exponents, and exploring Siegel-Veech constants for cyclic covers. Articles span 2013-2024, with keywords like Teichmüller dynamics, moduli spaces, and flat geometry. Scientific Awards: NSF Postdoctoral Research Fellowship (2012-2016) Simons Foundation Collaboration Grant 853471 (2021-2026) Multiple PSC-CUNY grants (2017-2025) He has collaborated with researchers including Jayadev S. Athreya, Carlos Matheus, Chaya Norton, and Alex Wright. His publications address translation surfaces, Lyapunov exponents, and geometric classification problems in moduli spaces.

Alexandru Andreiمشاهده پروفایل

استاد

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

Alexandru Andrei is a Professor of Physics at George Washington University, affiliated with the Department of Physics within the Columbian College of Arts and Sciences. His expertise lies in theoretical nuclear and particle physics, with a focus on lattice quantum chromodynamics (QCD), quantum computing applications to gauge theories, and non-perturbative methods in high-energy physics. Research interests include the study of QCD dynamics at finite temperature, hadron structure (polarizabilities, form factors), and numerical techniques to address challenges in lattice simulations such as the sign problem. He explores novel approaches for quantum algorithms targeting bosonic and fermionic field theories, including qubitization strategies and complex path integration methods. Recent work emphasizes infrared QCD phenomena, pion electromagnetic properties, and the development of efficient computational frameworks for lattice gauge theory and quantum computing. His contributions address fundamental questions in particle physics, such as the nature of the QCD vacuum, quark-gluon dynamics, and the implementation of gauge theories on quantum hardware. Publications since 2023-2024 highlight advancements in polarizability calculations, solutions to variance issues in fermionic systems, and innovative methods for simulating frustrated quantum systems. His research bridges theoretical innovation with computational breakthroughs, aiming to resolve longstanding challenges in both lattice field theory and quantum information science.

• Condensed Matter Physics
• Glass Transition
• Topological Quantum Orders
• +۹ مورد دیگر

Zohar Nussinov is a Professor of Physics at Washington University in the Department of Physics. He holds a PhD from the University of California, Los Angeles. His research focuses on condensed matter physics, encompassing both 'hard' electronic systems and 'soft' classical systems. Notable areas include the glass transition, topological quantum orders, BCS-BEC transitions, and quantum critical phenomena. Education: PhD, University of California, Los Angeles His work bridges theoretical physics with applied problems in graph theory, satisfiability algorithms, and lattice gauge theories. Recent interests include exact solvable Hamiltonians for quantum critical points, orbital order in transition metal oxides, and noise spectroscopy in quantum systems. He teaches advanced statistical mechanics courses (Physics 530), covering critical phenomena, renormalization group theory, and quantum fluids. Research also explores stripe dynamics in high-temperature superconductors, incommensurate phases, and emergent phenomena in low-energy scales. His contributions span foundational studies in superconducting junctions and percolation crossovers. Awards/Fellowships: None explicitly listed No formal student advisee list or grant details provided. Active in interdisciplinary research linking condensed matter physics to computational methods and topological systems.

Dmitry Kleinbockمشاهده پروفایل

استاد

• Lie groups
• Discrete subgroups
• Homogeneous spaces
• +۳ مورد دیگر

Dmitry Kleinbock is a Professor in the Department of Mathematics at Brandeis University. His research focuses on Lie groups, discrete subgroups, homogeneous spaces, ergodic theory, dynamical systems, and metric Diophantine approximation. He has supervised several graduate students including Jiajie Zheng, Mishel Skenderi, Anurag Rao, and Shahriar Mirzadeh. His recent publications explore homogeneous dynamics, Diophantine approximation, and ergodic theory, with particular focus on metrical properties, dimension theories, and inhomogeneous approximations. These works demonstrate consistent innovation in connecting geometric methods with number-theoretic problems. Dr. Kleinbock has received significant recognition including the Simons Foundation Research Fellowship and Alfred P. Sloan Research Fellowship. He serves on editorial boards for several mathematics journals and has organized multiple conferences in dynamics and number theory.

Marta Pieropanمشاهده پروفایل

استادیار

• Algebraic Geometry
• Number Theory
• Diophantine Geometry
• +۴ مورد دیگر

Dr. Marta Pieropan is an Assistant Professor at Utrecht University's Faculty of Science, within the Mathematical Institute's Fundamental Mathematics division. Her research focuses on the intersection of algebraic geometry and number theory, particularly rational points on Fano varieties and logarithmic Gromov-Witten theory. She has secured significant grants, including a Vidi Grant for hiring a PhD candidate and postdoc, and an NWO Open Competition XL Grant to establish a research center on rational points with six PhD candidates and three postdocs. Her teaching includes Master’s courses in Commutative Algebra and Modules and Representations, emphasizing student engagement. Colleagues describe a collaborative environment with shared grant preparation and interdisciplinary initiatives. Education & Background: Previously based in Switzerland, Pieropan holds a doctorate and has contributed to research areas like Cox rings and Galois descent. Research Highlights: Explores Campana points, bounded height problems, and universal torsor methods. Active in seminars and workshops to foster collaboration. Teaching: Known for dynamic Master’s courses with high student participation, supported by Utrecht’s student mentorship programs.

Gregory Markowskyمشاهده پروفایل

مدرس ارشد

• Stochastic processes
• Complex analysis
• Graph theory

Gregory Markowsky serves as a Senior Lecturer in the School of Mathematics at Monash University, maintaining an active research profile with continuous publication output through 2025. His academic appointment shows no indication of part-time status, emeritus designation, or former staff classification. His research centers on three interconnected domains: Stochastic processes, particularly planar Brownian motion and random walk theory Complex analysis with applications to probabilistic models Graph theory focusing on algebraic and combinatorial structures These areas converge in his investigation of probabilistic phenomena with geometric interpretations. Recent publication trends reveal sustained productivity with 61 research outputs cataloged, including 4 articles in 2025 alone. His work demonstrates consistent methodological focus on stochastic analysis and combinatorial structures, with increasing cross-disciplinary applications in forensic science and econometrics as evidenced by 2024-2025 publications. Markowsky has secured three significant research projects funded by the Australian Research Council, including: "Planar Brownian motion and complex analysis" (2014-2017) as Primary Chief Investigator "Finite Markov chains in statistical mechanics and combinatorics" (2014-2017) "AMSI Industry Internship: Melbourne Storm" (2013) His ORCID profile (0000-0003-1656-337X) documents extensive scholarly activity with international collaborations. Professional engagement includes contributions toward UN Sustainable Development Goals through mathematical applications, though specific goal alignments aren't detailed in available materials. His email contact Greg.Markowsky@monash.edu remains active with current research dissemination.

Cristina G. Fernandesمشاهده پروفایل

دانشیار

• Algorithms
• Combinatorial Optimization
• Graph Theory
• +۷ مورد دیگر

Cristina G. Fernandes is an Associate Professor in the Department of Computer Science at the Institute of Mathematics and Statistics, University of São Paulo (IME-USP), where she conducts research in theoretical computer science, combinatorial optimization, and graph theory. She teaches advanced courses such as Advanced Data Structures and Topics in Algorithm Analysis. Her research interests include algorithms, combinatorial optimization, graph theory, approximation algorithms, data structures (persistent, retroactive, kinetic, succinct), and computational geometry. She applies theoretical methods to solve complex problems in network design, clustering, and discrete structures. The recent publications reflect a strong focus on structural and extremal graph theory, approximation algorithms, and combinatorial optimization. Key themes include tree and path packing, dominating sets, Steiner-type problems, and combinatorial properties of graphs. Her work often involves deep structural analysis and algorithmic design for NP-hard problems. Cristina G. Fernandes has not been mentioned with any specific scientific awards in the provided texts. She has supervised numerous postdoctoral researchers, PhD, MSc, and undergraduate students, many funded by FAPESP, CAPES, and CNPq. She leads significant research projects, including CAPES/MATH/STIC/CLIMAT-AMSU on energy efficiency in distributed computing and CNPq Universal projects on partitioning and connectivity. She is actively involved in academic advising and grant-funded research. She leads or participates in the Research Group in Theoretical Computer Science, Combinatorics and Combinatorial Optimization at IME-USP, fostering collaborative research in algorithms and discrete mathematics.

Anna Hasenfratzمشاهده پروفایل

استاد

• High Energy Physics
• Quantum Field Theory
• Quantum Chromodynamics (QCD)
• +۳ مورد دیگر

Anna Hasenfratz Anna Hasenfratz is a Professor of Physics at the University of Colorado Boulder. Her research focuses on high-energy theoretical physics, particularly non-perturbative properties of quantum field theories such as Quantum Chromodynamics (QCD) and lattice gauge theory. She leads studies on renormalization group flows, infrared fixed points, and computational methods to analyze strongly coupled systems. Her work emphasizes lattice simulations to explore phenomena like mass generation, symmetry breaking, and critical behavior in gauge theories. Recent contributions include studies on SU(3) gauge theories with multiple fermion flavors, composite Higgs models, and gradient flow techniques for scale setting. Key collaborations involve the Lattice Strong Dynamics (LSD) Collaboration and contributions to Snowmass 2021 reports on future directions in lattice gauge theory. Her research frequently addresses open questions in beyond-Standard-Model physics and the interplay between lattice simulations and experimental particle physics.

• Condensed Matter Physics
• Liquid Crystal Theory
• Geometric Modeling
• +۳ مورد دیگر

Fulvio Bisi is a Full Professor in the Department of Mathematics at the University of Pavia, specializing in mathematical modeling of condensed matter systems. His primary research group focuses on Mathematical Models for Condensed Matter , with significant contributions to liquid crystal theory and geometric modeling. His research spans Condensed Matter Physics and Mathematical Physics , with emphasis on nematic liquid crystals, biaxial phase transitions, and steric interactions in molecular systems. Key areas include: Biaxial-uniaxial phase transitions Steric effects in polar nematics Excluded-volume potentials for complex molecular symmetries Geometric modeling of orientational order Tricritical phenomena in ordered phases His recent publications reveal a consistent focus on mathematical frameworks for liquid crystal behavior, particularly analyzing molecular symmetry effects and phase diagram topologies. Professor Bisi teaches courses in Geometry and Algebra, Physics and Mathematics, and Euclidean Plane Geometry. His teaching materials include downloadable resources for MOOC students and corrected exam materials. Office hours are held Tuesday 4-5 PM and Wednesday 2-3 PM via Zoom or in person at office C6 (Dip Mate). Contact information: Email: fulvio.bisi@unipv.it Telephone: +39.0382.985618 Website: http://smmm.unipv.it/teaching.html

Robert van der Vorstمشاهده پروفایل

استاد

• Lattices
• Lagrangian Systems
• Conley Index
• +۵ مورد دیگر

Robert van der Vorst serves as Full Professor in the Department of Mathematics at Vrije Universiteit Amsterdam's Faculty of Science, where he maintains an active research program in dynamical systems theory and mathematical analysis. His research focuses on: Algebraic structures in global dynamics, particularly lattice theory applications Conley index theory and Lagrangian systems Fourth-order PDEs and periodic orbit analysis Computational methods in Morse-Floer homology Recent publications demonstrate a cohesive trajectory toward unifying sheaf cohomology, bifurcation theory, and topological methods to resolve complex dynamical problems, with significant contributions to attractor lattice structures and Hamiltonian system analysis. Professor van der Vorst has supervised 9 PhD students and currently teaches core graduate courses including Fourier Analysis and Functional Analysis, reflecting his dual commitment to research innovation and advanced mathematical education.

• Integer Optimisation
• Algebraic Methods
• Geometric Methods
• +۶ مورد دیگر

Professor Iskander Aliev holds a Personal Chair in the School of Mathematics at Cardiff University. His research spans integer optimization, discrete mathematics, and number theory, with significant contributions to the geometry of numbers and Diophantine approximations. Research Interests: Integer Optimization using Algebraic and Geometric Methods Discrete Mathematics including Geometry of Numbers and Discrete Geometry Number Theory with focus on Diophantine Approximations and Additive Number Theory His recent publications demonstrate strong trends in integer programming, particularly examining sparsity properties, proximity bounds, and integrality gaps. His work connects discrete geometry with optimization theory, often focusing on lattice structures and their applications to computational problems across mathematics and computer science. Scientific Recognition: Editor of Beiträge zur Algebra und Geometrie Editor of Combinatorics and Number Theory Recipient of EPSRC grant EP/Y032551/1 for "Average-case proximity for integer optimisation" (June 2024-May 2025) Professor Aliev is actively involved in research within the Operational Research, Mathematical Analysis, and Discrete Mathematics and Data Science groups at Cardiff University. His teaching includes MA3007 Coding Theory and MA3603 Optimisation courses. His extensive publication record spans from 1998 to 2025, reflecting sustained contributions to his fields of expertise. His PhD was completed at IM PAN under Prof. Andrzej Schinzel, and his MSc at St.-Petersburg State University under Prof. Yuri Matiyasevich, establishing strong foundations in mathematical theory that continue to inform his research.

Matthias Beckمشاهده پروفایل

استاد

• Combinatorics
• Number Theory
• Discrete Geometry
• +۵ مورد دیگر

Matthias Beck is a Professor of Mathematics at San Francisco State University (SFSU), where he has held positions since 2004. He specializes in combinatorics, number theory, and discrete geometry, focusing on lattice-point enumeration in polyhedra and Ehrhart theory. His research has led to influential textbooks such as Computing the Continuous Discretely (2007) and Combinatorial Reciprocity Theorems (2018). Beck has also contributed to education through the Art of Proof textbook and leadership roles like Associate Chair of the Mathematics Department. Beck's academic journey includes a Ph.D. from Temple University (2000) and postdoctoral fellowships at institutions like MSRI and the Max Planck Institute. His awards include the MAA's Deborah and Franklin Tepper Haimo Award for Distinguished Teaching (2013). He has advised numerous graduate and undergraduate students, fostering collaborations in research areas from magic squares to graph colorings. His work bridges pure and applied mathematics, with applications in music theory, optimization, and combinatorial geometry. Beck actively participates in academic service, including editorial roles at journals like the Electronic Journal of Combinatorics and leadership in initiatives like the National Alliance for Doctoral Studies in Mathematics.

• Operations Research
• Optimization
• Integer Programming
• +۴ مورد دیگر

Diego Moran Ramirez is an Assistant Professor in the Department of Industrial and Systems Engineering at Rensselaer Polytechnic Institute (RPI). His research focuses on operations research, optimization, and mathematical programming with applications in combinatorial optimization and production chain planning. He holds a Ph.D. in Operations Research from Georgia Tech’s School of Industrial and Systems Engineering, along with a Mathematical Engineering degree and a Master’s in Operations Management from Universidad de Chile. Research interests include convex mixed-integer programming, subadditive duality, conic programming, and algorithm design. His work bridges theoretical foundations with practical applications, such as optimizing salmon farming production chains. He has contributed to advancements in polyhedral analysis, split closures, and polynomial-time algorithms for discrete optimization problems. Notable publications (2013–2024) explore proximity theorems, parametric formulations for routing problems, and lattice closures of polyhedra. His research emphasizes closedness properties of integer hulls and generalizations of split sets, reflecting a commitment to both theoretical and applied optimization challenges. Academic contributions include over 15 peer-reviewed articles and a strong focus on algorithmic innovation. No awards are explicitly listed in the provided materials. Advising and grants details are not detailed here, but his work aligns with RPI’s mission of interdisciplinary, impactful research in engineering and applied mathematics.