جست‌وجوی استاد و پژوهشگر

• Mathematical Biology
• Computational Biology
• Biophysics
• +۴ مورد دیگر

Brittany Bannish Laverty is a Professor at the University of Central Oklahoma in the Department of Mathematics & Statistics . She specializes in interdisciplinary research combining mathematical modeling with biomedical applications. Ph.D., Mathematics, University of Utah, 2012 M.S., Mathematics, University of Utah, 2008 B.A., Mathematics and History, Mount Holyoke College, 2006 Her research focuses on: Mathematical modeling of fibrinolysis and thrombus formation Computational analysis of actin polymer dynamics Nonlinear dynamics in biological systems Development of multiscale models for biomedical processes Application of stochastic modeling to cellular mechanics Quantitative analysis of blood clot degradation Recent publications emphasize: Biomechanical interactions in fibrin networks Computational methods for studying clot lysis Mathematical frameworks for actin network analysis Validation of multiscale biological models Impact of microstructural properties on thrombosis Integration of experimental and theoretical approaches Her teaching portfolio includes advanced mathematics courses such as: Calculus series (I-IV) Differential Equations History of Mathematics Nonlinear Dynamics and Chaos Partial Differential Equations

• Statistical Inference for Stochastic Processes
• Mathematical Biology
• Mathematical Modeling of Physiological Systems
• +۵ مورد دیگر

Susanne Ditlevsen is a Professor in Statistics at the Department of Mathematical Sciences , University of Copenhagen . Her research spans interdisciplinary domains including statistical inference for stochastic processes, mathematical biology, nonlinear dynamics, and computational neuroscience, with applications to physiological systems and marine mammal behavior. Primary research areas: Statistics , Stochastic Processes , Biomathematics Teaching: Undergraduate and graduate courses in Probability , Regression , and Diffusion Models Research Highlights : Developed statistical methods for Hidden Markov Models to analyze narwhal diving behavior (2019), incorporating long-range dependence. Advanced stochastic differential equations with mixed effects for biomedical data (2020), enabling personalized physiological modeling. Co-authored high-impact studies on climate tipping points (2023), including the AMOC collapse warning, which received global media attention. Contributed to neural network modeling (2017) with multi-class oscillating systems and nonlinear dynamics in neuronal systems (2014). Work on α-stable noise and double well potentials (2025) enhances understanding of noise-driven transitions in biological and physical systems. Collaborations : Co-researcher on interdisciplinary projects with Alberto Samson , Eva Löcherbach , and Mads Peter Heide-Jørgensen . Engages with international teams on climate dynamics , computational neuroscience , and biomedical statistics .

• Mathematical Analysis
• Partial Differential Equations
• Calculus of Variations
• +۲ مورد دیگر

Alessandro Audrito is a Fixed-term tenure-track Assistant Professor in the Department of Mathematical Sciences (DISMA) at Politecnico di Torino. His academic appointment falls under the scientific disciplinary sector MATH-03/A - Mathematical Analysis (Area 0001 - Mathematical and computer sciences). Dr. Audrito's research focuses on several key areas within mathematical analysis: Calculus of variations and applications Free boundary problems Nonlinear analysis Partial differential equations His extensive publication record demonstrates expertise in Schauder estimates, regularity theory for parabolic equations, nonlocal operators, and free boundary problems. Recent work shows a strong focus on degenerate and singular parabolic equations, with significant contributions to understanding regularity properties and boundary behavior. His research spans theoretical developments with potential applications in physical sciences and engineering contexts. Dr. Audrito is actively involved in research projects, including "MO.MO. Il tempo da prendersi per stare bene insieme" (2025-2026) as a research group member. He supervises PhD student Gabriele Fioravanti in the Pure and Applied Mathematics program (38th cycle, 2022-present). His teaching responsibilities span multiple engineering programs at Politecnico di Torino: Mathematical Analysis I and II for Automotive Engineering Mathematical Analysis II for Mechanical Engineering Mathematical Analysis II for Electronic and Communications Engineering Advanced courses including "Optimal Transport and Applications" and "Sobolev inequalities and applications to elliptic PDEs"

Anneli Aittaمشاهده پروفایل

پژوهشگر

• Planetary Science
• Geophysics
• Fluid Dynamics
• +۴ مورد دیگر

Anneli Aitta is a Researcher at the Department of Applied Mathematics and Theoretical Physics (DAMTP) at the University of Cambridge. Her work bridges theoretical physics, geophysics, and planetary science through mathematical modeling of planetary interiors and fluid dynamics. Her research focuses on Planetary interior structure (e.g., Mars, Venus, Pluto) Earth's core composition and dynamics Tricritical phenomena in fluid flow and phase transitions Solidification processes in ternary alloys and planetary cores Analysis of her 15 most recent publications reveals a trajectory spanning planetary geophysics, fluid dynamics, and high-pressure thermodynamics, with recurring themes of symmetry breaking, core-mantle interactions, and computational modeling of phase transitions.

• Mathematical Biology
• Computational Biology
• Stochastic Modeling
• +۱۲ مورد دیگر

Tomás Alarcón is an ICREA Research Professor at the Centre de Recerca Matemàtica (CRM) in Barcelona, Spain. He leads the Cancer Modeling Group and serves as Deputy Director of CRM since 2016. His work bridges mathematical biology, computational modeling, and biomedical applications. PhD in Theoretical Physics from the University of Barcelona (2000) Postdoctoral appointments at University of Oxford, University College London, and Imperial College London ICREA Research Professorship at CRM (2015–present) Research Interests: Dr. Alarcón specializes in multiscale modeling of tumor growth, stochastic processes in cell reprogramming, hybrid simulation methods , and microfluidic biophysics . His work integrates mathematical frameworks with biological complexity across spatial and temporal scales. Article Trends: Recent publications focus on chromatin folding , epigenetic landscapes , and angiogenesis mechanisms . Key themes include metabolic-cancer interactions , stochastic bistability , and computational immunology . Collaborations span institutions like the University of Oxford, UCL, and Heidelberg University. Scientific Leadership: As Deputy Director of CRM and member of the Catalan Mathematical Society's Scientific Committee, he has shaped mathematical biology research agendas. His advisory role extends to 15+ PhD/MSc students , now active across global institutions.

Dominik Schillingerمشاهده پروفایل

استاد

• Numerical Mechanics
• Isogeometric Analysis
• Finite Element Methods
• +۷ مورد دیگر

Prof. Dominik Schillinger (Technische Universität Darmstadt) is a leading expert in numerical mechanics, with 15+ years of academic leadership in computational methods, multiscale modeling, and biomedical applications. His career spans prestigious institutions including Leibniz Universität Hannover and University of Minnesota. W3-Professur für Numerische Mechanik (2021–present) W2-Professur für Numerische Mechanik (2019–2021) Assistant/Associate Professor (2013–2019) Postdoc & PhD (2008–2012) His research focuses on isogeometric analysis , discontinuous Galerkin methods , and multiscale biomedical modeling , with applications in vascular networks, bone mechanics, and additive manufacturing. He pioneered phase-field methods for fracture analysis and physics-informed neural networks for material modeling. Recent publications highlight matrix-free algorithms for compressible flows, physics-augmented lattice optimization , and thermodynamically consistent phase-field models . Awards include the PECASE , ERC Starting Grant , and NSF CAREER award. Presidential Early Career Award (2019) ERC Starting Grant (2017) NSF CAREER Award (2017) ICE Zienkiewicz Medal (2015) He teaches core courses in numerical methods , finite element analysis , and computational mechanics at TU Darmstadt and Leibniz Universität Hannover, with international collaborations in Bethlehem and Austin.

Susanna Terraciniمشاهده پروفایل

استاد

• Partial Differential Equations
• Nonlinear Analysis
• Variational Methods
• +۳ مورد دیگر

Susanna Terracini is a Full Professor at the Department of Mathematics 'Giuseppe Peano' (University of Turin), specializing in nonlinear analysis and partial differential equations. Her research bridges pure and applied mathematics, focusing on strongly interacting dynamical systems and shape formation in reaction-diffusion systems. Address: Via Carlo Alberto 10, 20123 Turin Contact: +39 0116702860 / +39 0116702878 Research Interests Nonlinear analysis Calculus of variations and optimization Phase separation phenomena Complex dynamics in many-body problems Research Projects PRIN - Variational and perturbative aspects of nonlinear differential problems COMPAT - Complex Patterns for Strongly Interacting Dynamical Systems Singular Perturbation Problems with Phase Separation

Henry von Wahlمشاهده پروفایل

مدرس

• Numerical Methods for Partial Differential Equations
• Finite Element Methods
• Discontinuous Galerkin Methods
• +۵ مورد دیگر

Dr. Henry von Wahl is a Lecturer (akademischer Rat) in the group of Dietmar Gallistl at Friedrich Schiller University Jena , Germany, affiliated with the Faculty of Mathematics and Computer Science . His research focuses on advanced numerical methods for partial differential equations (PDEs), particularly unfitted finite elements (CutFEM), discontinuous Galerkin (DG), and high-order FEM, applied to fluid dynamics, fluid-structure interactions, moving domains, and atmospheric flows. Education : Dr.rer.nat. in Mathematics (Otto von Guericke University Magdeburg, 2021), M.Sc. in Mathematics (University of Göttingen, 2018), B.Sc. in Mathematics (University of Göttingen, 2016). Henry von Wahl's research interests center on computational methods for complex fluid dynamics and multiphysics problems. Key areas include: Finite Element Methods (CutFEM, high-order FEM, unfitted discretizations). Discontinuous Galerkin approaches for atmospheric and moving domain problems. Phase-Field Modeling of fractures and fluid-structure interactions. Deep Learning integration for underresolved flow predictions. His publication trends emphasize Eulerian finite element frameworks for moving boundaries, conservative transport schemes, and high-accuracy phase-field models. Collaborations with researchers like Thomas Richter and Thomas Wick highlight applications in Stokes flows, atmospheric dynamics, and fracture mechanics. Currently, he teaches courses at Friedrich Schiller University Jena, including Numerical Analysis of instationary PDEs and Numerik von Randwertproblemen . He has also held postdoctoral fellowships at the University of Vienna and ICERM, Brown University.

Kanishka Pereraمشاهده پروفایل

استاد

• Variational methods for nonlinear PDEs
• Critical growth elliptic problems
• Fractional p-Laplacian equations
• +۲ مورد دیگر

Kanishka Perera is a Professor in the Department of Mathematics and Systems Engineering , College of Engineering and Science at Florida Institute of Technology . Active in both research and teaching, his office is located in Frederick C. Crawford Building, Room 325 , and he can be reached at kperera@fit.edu . His research focuses on advanced mathematical techniques for nonlinear partial differential equations, particularly variational and topological methods , critical growth problems , fractional p-Laplacian equations , and nonlocal operators . He has authored more than one hundred peer-reviewed articles since 2009, demonstrating sustained productivity in these areas. Recent publications (2024–2025) are dominated by investigations into • Schrödinger–Poisson–Slater type systems, • Fractional and nonlocal elliptic equations in Sobolev spaces, • Double phase and Kirchhoff-type problems, • Multiplicity and bifurcation phenomena for critical growth equations. These works collectively advance the understanding of existence, regularity, decay estimates, and qualitative properties of solutions to challenging nonlinear PDEs. Research Profiles ORCID Google Scholar ResearchGate Scopus Contact Email: kperera@fit.edu Phone: (321) 674-8869

Salvatore Angelo Maranoمشاهده پروفایل

استاد

• Mathematical Analysis
• Differential Equations
• Partial Differential Inclusions
• +۶ مورد دیگر

Salvatore Angelo Marano is a Full Professor of Mathematical Analysis at the University of Catania, affiliated with the Department of Mathematics and Computer Science since 2001. He graduated in Mathematics from the University of Catania in 1987 and has authored approximately 100 research papers in international mathematics journals. His research spans: Differential equations/inclusions and fixed point theory Critical point theory for non-smooth functions on convex sets Elliptic boundary value problems (Dirichlet, Neumann, Robin) p-Laplacian and (p,q)-Laplacian equations Fractional operators and Sobolev embeddings Variational-hemivariational inequalities Recent publications (2019-2025) focus on singular systems, fractional operators, quasilinear convection problems, and multi-solution phenomena in nonlinear PDEs. His work consistently employs variational methods, truncation techniques, and critical point theory. Awards include: Foundation 'Francesco Severi' Prize (1991) Gioenia Academy Young Researcher Prize (1989) He collaborates internationally with researchers in Poland, Portugal, France, Greece, USA, and Algeria, and serves on editorial boards of journals including Nonlinear Analysis: Real World Applications and Discussiones Mathematicae .

Rita Tracinàمشاهده پروفایل

دانشیار

• Mathematical Physics
• Equivalence Transformations
• Differential Invariants
• +۷ مورد دیگر

Rita Tracinà is an Associate Professor of Mathematical Physics at the University of Catania , affiliated with the Faculty of Engineering and the Department of Mathematics and Computer Science . She is a member of the National Group for Mathematical Physics (GNFM) of the CNR (INDAM). Educational Qualifications : Bachelor’s, Master’s, and Doctorate in Mathematics. Positions Held : Associate Professor (2018–present), Permanent Researcher (2005–2018), Contract Lecturer in Mathematical Analysis (2001/02–2003/04). Her research focuses on equivalence transformations, differential invariants, symmetry classifications, exact solutions of PDEs, hyperbolic systems, nonlinear wave propagation, reaction-diffusion systems, semiconductor models, and conservation laws. She has organized multiple international symposia on symmetry methods at the International Conference of Numerical Analysis and Applied Mathematics. Scientific Contributions : Guest editor for special issues in Abstract and Applied Analysis , Advances in Mathematical Physics , Symmetry , and Mathematical Biosciences and Engineering . Teaching : Rational Mechanics and Mathematical Analysis at the Faculty of Engineering, with past courses in Applied Mathematics and Mathematical Physics. Collaborations : Referee for journals including Advances in Mathematical Physics , Chaos, Solitons & Fractals , and Nonlinear Analysis: Real World Applications .

Dong Anمشاهده پروفایل

استادیار

• Quantum Computing
• Applied Mathematics
• Quantum Algorithms
• +۳ مورد دیگر

Dong An is an Assistant Professor at the Beijing International Center for Mathematical Research (BICMR) , Peking University, since September 2024. He previously held a QuICS Hartree Postdoctoral Fellowship at the University of Maryland (2021-2024). He earned his Ph.D. in Applied Mathematics (2021) from UC Berkeley under Professor Lin Lin and a B.S. in Computational Mathematics (2016) from Peking University. Research Focus: Quantum algorithms for classical scientific computing problems and classical algorithms for quantum many-body problems. Key Areas: Quantum simulation, Hamiltonian dynamics, quantum linear systems, differential equations, and adiabatic quantum computing. Publications highlight advancements in quantum differential equation solvers, linear combinations of Hamiltonian simulations, and multi-product methods with explicit commutator scaling. His work bridges theoretical quantum computing and practical scientific computation, emphasizing optimal parameter dependence and error bounds. Scientific Awards: Co-Principal Investigator of NSF Robust Quantum Simulation Seed Grant QuICS Hartree Fellowship Bernard Friedman Memorial Prize in Applied Mathematics Multiple honors from Peking University Teaching: Currently instructs graduate-level quantum algorithms courses at Peking University. Previously served as a teaching assistant for differential equations and calculus at UC Berkeley. Service: Organizer for workshops on quantum differential equations and SIAM special sessions. Active reviewer for journals like PRX Quantum and conferences including QIP and TQC.

• Mathematical Analysis
• Applied Mathematics
• Homogenization
• +۴ مورد دیگر

Carmen Perugia is an Associate Professor in the Department of Science and Technology (DST) at the University of Sannio . Her academic career spans both Mathematical Analysis and Earth Sciences , with a focus on homogenization , control theory , and paleoclimatic reconstruction using coccolithophore assemblages . Teaching: Mathematics and Computer Science for Biology, Geology, and Biotechnology students. Research: Combines partial differential equations with marine paleoceanography , linking mathematical modeling to climate change analysis. Publication Trends reveal dual expertise: 1) mathematical analysis of degenerate elliptic equations , Bingham flows , and Ginzburg-Landau models , and 2) paleoclimatic studies using coccolithophore proxies to analyze North Atlantic and Mediterranean Sea dynamics over the last 30 ka. Her homogenization research addresses imperfect interfaces and oscillating boundaries , while her control theory work derives observability inequalities for hyperbolic equations . Collaborations include international researchers from Finland , Germany , India , and Portugal . Her teaching emphasizes mathematical foundations for biological and geological applications , with office hours by appointment on Tuesdays and Thursdays .

Sarah Lemlerمشاهده پروفایل

پژوهشگر

• Non-parametric Estimation
• High-dimensional Statistics
• Survival Analysis
• +۴ مورد دیگر

Sarah Lemler is a Researcher at the Laboratory Mathematics and Computer Science for Complexity and Systems , specializing in high-dimensional statistics and non-parametric estimation methods. Her work bridges mathematical statistics with biomedical applications in oncology and neuroscience. Primary research areas: Survival Analysis, Hawkes Processes, Diffusion Models Key applications: Genomics, Childhood Cancer Survivor Studies, Cardiac Disease Prediction Her recent publications (2024-2025) focus on adaptive estimation in Cox models, variable selection in high-dimensional mixed-effects models, and neural network applications to multivariate Hawkes processes in neuroscience. She contributes to methodological developments for analyzing counting processes and stochastic differential equations with jumps. Collaborations span the French Childhood Cancer Survivor Study (FCCSS) and interdisciplinary projects combining dosiomics with machine learning to predict radiation-induced valvulopathy. Her 2025 thesis "Estimation for counting processes with high-dimensional covariates" represents a culmination of her methodological innovations.

Julie Valeinمشاهده پروفایل

مدرس

• Partial Differential Equations
• Control Theory
• Stabilization
• +۳ مورد دیگر

Julie Valein is a Lecturer at the University of Lorraine, affiliated with Polytech Nancy and the Institut Élie Cartan de Lorraine (IECL). She serves as an HDR (Habilitation à Diriger des Recherches) lecturer and is an active member of the SPHINX project team at Inria Nancy-Grand Est under Takéo Takahashi. Education 2020: Accreditation to Direct Research (HDR) from University of Lorraine 2008: Doctorate in Applied Mathematics from University of Valenciennes and Hainaut-Cambrésis (supervised by Serge Nicaise) 2004: Mathematics Aggregation Research Focus Her work centers on control theory , stabilization , and inverse problems for partial differential equations, with specialized expertise in systems placed on networks and those incorporating time delays. She develops theoretical frameworks for stability analysis and constructs numerical algorithms for observer design and control implementation. Her research bridges abstract mathematical analysis with practical engineering applications, particularly in networked PDE systems where discontinuous coefficients or complex topologies pose significant challenges. Publication Trends Analysis of her 2019-2025 publications reveals three dominant research threads: (1) Stability and control of KdV equations on networks with time delays, (2) Carleman estimate applications for inverse problems and observers in wave/heat equations, and (3) Numerical stabilization techniques for parabolic systems with input delays. Her work consistently integrates theoretical proofs with computational validation, demonstrating growing emphasis on time-varying delay systems and network topologies since 2020. Research Leadership Valein actively contributes to major collaborative projects including ANR TRECOS (2020-2024), MATH-AmSud SCIPinPDEs (2023-2024), and COST Action Mat-Dyn-Net. She previously participated in ANR ISDEEC, ODISSE, and MATH-AmSud ACIPDE. As co-responsible for the IECL EDP seminar (2018-2022) and member of CNU 26 since 2023, she shapes research discourse in her field. Academic Service Elected member of UL AM2I scientific center council (2022-present) Educational manager of PIVE at Polytech Nancy (2019-present) Member of IECL parity committee (2023-present) Former head of Polytech Nancy mathematics department (2010-2017) Former member of Polytech Nancy Board of Directors (2013-2021) Teaching Profile She designs and delivers advanced mathematics courses including analysis for 1A students and digital analysis for 3A work-study engineers. Her citizen project tutoring at A. Camus college demonstrates commitment to educational outreach. Current responsibilities include optimization courses for work-study students and mathematics refresher programs.