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Lisa BeckView profile

Professor

• Partial Differential Equations
• Calculus of Variations
• Regularity Theory for Elliptic Problems
• +3 more

Lisa Beck is a Professor at the Institute of Mathematics , University of Augsburg, specializing in Applied Analysis . Her research focuses on partial differential equations and the calculus of variations, with a particular emphasis on regularity theory for elliptic problems, functionals with linear growth, and the behavior of solutions under stochastic disturbances. University: University of Augsburg School: Faculty of Mathematics, Natural Sciences and Technology Department: Institute of Mathematics Academic Rank: Professor Research Interests : Lisa Beck's work addresses regularity properties of solutions to nonlinear elliptic and parabolic systems, including partial Hölder continuity, boundary regularity, and the impact of stochastic perturbations on uniqueness and regularity. Her studies extend to variational problems with linear or subquadratic growth, cohesive fracture models, and blowup techniques in regularity theory. Publication Trends : Her recent publications (2025–2015) span topics such as gradient integrability for BD-minimizers , exponential convergence in drift-diffusion systems , optimal regularity for isoperimetric sets , and stochastic regularization of transport equations . These works often intersect calculus of variations , nonlinear elliptic systems , and stochastic analysis . Contact : Email: lisa.beck@math.uni-augsburg.de Phone: +49 821 598 -5475 Address: Universitätsstraße 12, 86159 Augsburg

Renato ColucciView profile

Associate Professor

• Mathematical Analysis
• Differential Equations
• Dynamical Systems
• +4 more

Renato Colucci is an Associate Professor in the Department of Industrial Engineering and Mathematical Sciences at the Polytechnic University of Marche (UNIVPM), Italy. His scientific sector is Mathematical Analysis (MATH-03/A), and he is affiliated with the School of Engineering. His contact information includes the email address r.colucci@staff.univpm.it, and he maintains regular office hours on Tuesdays from 9:00-11:00 and Fridays from 9:00-13:00 at Via Brecce Bianche 12, 60131 Ancona. Colucci's research spans theoretical and applied mathematics with a focus on differential equations, dynamical systems, and mathematical modeling. His work encompasses both pure mathematical analysis and practical applications across diverse fields including population dynamics, physical systems, and industrial processes. He has made significant contributions to the understanding of evolution equations, stability analysis, and stochastic modeling in complex systems. An analysis of his recent publications reveals a strong emphasis on nonlinear evolution equations, with particular attention to pattern formation, wave propagation, and stability properties. His research bridges pure mathematical analysis with applications in ecology, physics, and engineering. Colucci frequently investigates the qualitative properties of solutions to differential equations, including existence, uniqueness, stability, and long-term behavior, often incorporating stochastic elements to model real-world uncertainties. His advising activities and grant funding are not explicitly detailed in the available information. However, his extensive publication record suggests active research supervision and potential involvement in collaborative projects. Colucci's work appears to connect with both theoretical mathematics communities and applied researchers in various scientific domains, indicating interdisciplinary collaboration opportunities.

Victor BoussangeView profile

Researcher

• Ecology and evolution
• Scientific machine learning
• Complex dynamical systems
• +3 more

Victor Boussange is a Postdoctoral Researcher at the Swiss Federal Institute for Forest, Snow and Landscape Research (WSL) and the Department of Environmental Systems Science (D-USYS) at ETH Zurich. His research focuses on integrating scientific machine learning with ecological and evolutionary modeling to understand complex systems dynamics. He holds a PhD in Environmental Sciences from ETH Zurich (2022) and an MSc in Energy and Environmental Sciences from INSA Lyon (2018). Primary affiliation: Dynamic Macroecology Group at WSL Secondary affiliation: D-USYS, ETH Zurich Research Interests: Development of hybrid mechanistic-machine learning frameworks to model ecosystem responses to disturbances, ecological connectivity analysis, and eco-evolutionary dynamics. His work emphasizes interpretable models and scalable computational methods. Publications highlight contributions to high-dimensional PDE solvers (HighDimPDE.jl), inverse modeling frameworks (PiecewiseInference.jl), and ecological connectivity prioritization (JAXScape). His work bridges theoretical ecology with computational tools for real-world applications like biodiversity conservation and climate change impact assessment.