جست‌وجوی استاد و پژوهشگر

Frederik Wittمشاهده پروفایل

استاد

• Theoretical Mathematics
• Differential Geometry
• Algebraic Geometry
• +۲ مورد دیگر

Frederik Witt is a Professor and Head of the Chair of Differential Geometry at the University of Stuttgart, affiliated with the Institute for Discrete Structures and Symbolic Computation (Faculty 08). His research focuses on theoretical mathematics, with emphasis on differential geometry and algebraic geometry. During the Summer Term 2025, he is on sabbatical. His office is located at Pfaffenwaldring 57, Room 7.348, Stuttgart, Germany. Contact details include a personal Webex room and an institutional email address accessible via the university portal. Research interests revolve around advanced geometric structures and symbolic computation methods, leveraging interdisciplinary approaches within discrete mathematics. His work contributes to foundational theories in geometry and their applications. Current activities include academic leadership, research collaboration through platforms like arXiv and zbMATH, and participation in international scientific networks. Professional networks include affiliations with mathematical societies and institutional roles at the University of Stuttgart. His profile reflects a commitment to advancing theoretical mathematics through both individual and collaborative efforts, with a focus on geometric analysis and computational methods.

• Algebra
• Representation Theory
• Group Theory
• +۷ مورد دیگر

Eirini Chavli is a Researcher at the University of Stuttgart’s Institute for Discrete Structures and Symbolic Computation, affiliated with the Department of Algebra and Number Theory under Prof. Meinolf Geck. Her research focuses on algebraic structures such as Hecke algebras, braid groups, complex reflection groups, and representation theory. She holds a Ph.D. in Pure Mathematics from Université Paris Diderot (2016), supervised by Prof. Ivan Marin, and has held postdoctoral and teaching roles at institutions including Universität Stuttgart and Université de Picardie Jules Verne. Education: Ph.D. in Pure Mathematics, Université Paris Diderot (2016) MSc in Pure Mathematics, University of Athens (2010) Bachelor in Mathematics, University of Athens (2007) Her research interests span generic Hecke algebras, decomposition matrices, Brauer algebras, and combinatorial approaches to algebraic problems. She has authored over 10 peer-reviewed publications and contributed to computational tools for verifying conjectures in algebra. Notable awards include the Best Teaching Award (2023) and a Best Poster Award (2019). She actively organizes conferences, such as the 2024 Darstellungstheorietage and the 2023 Fresh Algebra and Geometry workshop, and serves on the advisory board of Greek Women in Mathematics. Her work bridges theoretical algebra with computational methods, emphasizing the interplay between abstract structures and concrete examples. Recent trends in her publications include applications of combinatorial techniques to representation theory and the study of Nakayama algebras through permutation patterns.

Tiago Cruzمشاهده پروفایل

پژوهشگر

• Algebra
• Representation Theory
• Homological Algebra
• +۳ مورد دیگر

Tiago Cruz is a Researcher (Postdoctoral Assistant) at the Institute of Algebra and Number Theory, Department of Mathematics, University of Stuttgart. His primary affiliation is within Faculty 08, focusing on algebraic structures and representation theory. He holds a PhD from the University of Stuttgart (2021) and a Master's in Pure Mathematics from the University of Coimbra (2017), both specializing in representation theory and algebraic structures. Research Interests : Quasi-hereditary algebras, Schur-Weyl duality, homological invariants, dominant dimension, and category theory. Teaching : Courses include Linear Algebra and Analytic Geometry, and Mathematics for Computer Science students at the University of Stuttgart. Funding : His PhD was supported by Studienstiftung des deutschen Volkes (2018–2021). Cruz actively participates in conferences and workshops, including ARTIG 5 (2025), Large Modules and Endofiniteness (2025), and Panorama of Mathematics II (2023). He is also a zbMATH reviewer and organizes working groups on topics like Gorenstein homological algebra and derived equivalences. His research emphasizes the interplay between algebraic structures and homological methods, with a focus on quasi-hereditary algebras, tilting theory, and Ringel duality. Key contributions include foundational work on characteristic tilting modules and higher-dimensional algebraic correspondences.

Rebekka Lutzمشاهده پروفایل

استاد

• Discrete Structures
• Symbolic Computation
• Differential Geometry
• +۱ مورد دیگر

Rebekka Lutz is affiliated with the University of Stuttgart's Institute for Discrete Structures and Symbolic Computation, where she holds roles in the Administration office of the Chair of Differential Geometry and the Chair for Algebra. Her work is embedded within the Faculty 08 structure. Her research interests align with the institute's focus on discrete structures, symbolic computation, differential geometry, and algebra. Contact information includes her office at Pfaffenwaldring 57, Room 7.346 in Stuttgart.

Michele Nottoliمشاهده پروفایل

پژوهشگر

• Computational Chemistry
• Quantum Mechanics
• Molecular Dynamics
• +۵ مورد دیگر

Michele Nottoli is a researcher at the University of Stuttgart's Institute of Applied Analysis and Numerical Simulation (Faculty 08), specializing in Numerical Mathematics for High-Performance Computing. He holds a Ph.D. and works as a Postdoc and Research Assistant. His research focuses on developing advanced computational methods for quantum mechanics and molecular dynamics, emphasizing polarizable embedding models, QM/MM coupling, and high-performance numerical algorithms. Key contributions include the development of the ddX library for polarizable continuum solvation and optimizing linear-scaling methods for large-scale molecular simulations. Nottoli's work addresses challenges in modeling light-driven processes in complex systems, such as photoreceptors and antenna complexes, with applications in biochemistry and materials science. His methodologies integrate domain-decomposition techniques, fast multipole methods, and symmetry-preserving approaches to enhance computational efficiency and accuracy. He actively contributes to open-source software development, including the OpenMMPol library, to facilitate multiscale simulations of embedded molecules in polarizable environments. His research also explores excited-state dynamics, solvation effects, and nonperiodic boundary conditions, with implications for understanding magnetic shifts and optical properties in chemical systems. Nottoli collaborates on projects involving light-harvesting mechanisms in purple bacteria and the molecular mechanisms of solvent shifts in nitroxide radicals. Despite his prolific publication record, no scientific awards are currently listed. Advising and grants: Nottoli is actively involved in postdoctoral research but no specific advisees or grant details are provided in the available information. His affiliation with the Numerical Mathematics group positions him at the intersection of algorithm design and applied computational science.

Matthias Paulsenمشاهده پروفایل

پژوهشگر

• Algebraic Geometry
• Hodge Theory
• Number Theory
• +۳ مورد دیگر

Matthias Paulsen is affiliated with the Mathematical Institute at Ludwig Maximilian University of Munich (LMU Munich). He has since moved to Leibniz University Hannover, where his new website can be found. His research focuses on algebraic geometry, Hodge theory, and number theory, with particular emphasis on Hodge numbers, rationality questions of algebraic varieties, and fixed point theorems. He has contributed to the understanding of quadric surface bundles and Noether-Lefschetz loci density, while also exploring computational aspects of algebraic number theory and dynamical systems. Paulsen has taught specialized courses such as a reading course on Fourier-Mukai transforms. His work bridges pure mathematics disciplines, combining geometric and arithmetic approaches. Education: Master's thesis: Density of Noether–Lefschetz loci and rationality of quadric surface bundles , LMU Munich (2018) Bachelor's thesis: Computation of (S,T)-units , LMU Munich (2017) Research Group: Algebraic Geometry Working Group His publications span topics in algebraic geometry, number theory, and functional analysis, reflecting a versatile expertise in both theoretical and computational mathematics.

Andreas Ringwaldمشاهده پروفایل

استاد مهمان

• Particle Physics
• Theoretical Physics
• Astroparticle Physics
• +۳ مورد دیگر

Andreas Ringwald is a particle physicist at DESY and Visiting Professor at Durham University's Institute of Particle Physics and Phenomenology. As Head of the ALPS Group and co-spokesperson of the ALPS Collaboration, he leads research on non-collider particle physics including light neutral bosons, millicharged particles, and fundamental physics with X-ray lasers. His research develops novel approaches to detect weakly interacting particles through experiments like light-shining-through-walls techniques. Major theoretical contributions include the discovery of T regulatory type 1 cells and advancing quantum field theory applications in cosmology. Recent publications focus on superconducting magnet technology for next-generation particle accelerators, including optimization of quench protection systems, Nb₃Sn dipole development, and diagnostic methods for superconducting circuits.

Boris Lohmannمشاهده پروفایل

استاد

• Control Engineering
• Nonlinear Control Theory
• Modeling and Reduction
• +۷ مورد دیگر

Prof. Dr.-Ing. Boris Lohmann is a full Professor of Control Engineering at the Technical University of Munich (TUM), leading the Chair of Control Engineering within the TUM School of Engineering and Design. His expertise spans linear/nonlinear control theory, mechatronics, automotive systems, and predictive control methods. He holds a doctorate from the University of Karlsruhe and habilitation from the Hamburg University of Technology. Education: 1982–1987: Electrical Engineering (Control Engineering focus) at University of Karlsruhe 1988–1991: Doctorate in Control Systems at Karlsruhe 1994: Habilitation in System Dynamics and Control Engineering at Hamburg University of Technology His research integrates theoretical advancements with industrial applications, including 19 patents in mechatronics and plant control. He has authored over 250 publications and 12 books, emphasizing adaptive control, AI integration, and distributed systems. Awards include repeated teaching excellence recognitions from TUM students and administration. Prof. Lohmann served as Head of Mechanical Development at Siemens Electrocom and later as Professor and Institute Director at the University of Bremen. He currently chairs DFG review committees and holds leadership roles in TUM's School Councils. His lab focuses on autonomous systems, vehicle dynamics, and robotics, with experiments on humanoid robots like Rollin' Justin.

• Numerical Analysis
• Geometric Integration
• Quantum Dynamics
• +۵ مورد دیگر

Prof. Christian Lubich is a Professor in the Mathematical Institute at the University of Tübingen, Germany. His research focuses on numerical analysis, geometric integration, quantum dynamics, and partial differential equations. He has authored influential books such as *Geometric Numerical Integration* (with E. Hairer and G. Wanner) and *From Quantum to Classical Molecular Dynamics*. His work emphasizes stability, accuracy, and computational efficiency in numerical methods for high-dimensional and oscillatory systems. Lubich's contributions span dynamical low-rank approximation, oscillatory Hamiltonian systems, and wave propagation in dispersive media. He has developed novel algorithms for tensor networks and matrix differential equations, addressing challenges in quantum many-body dynamics and stiff evolution problems. His research bridges numerical analysis with applications in physics, chemistry, and engineering. Key areas of exploration include: (1) structure-preserving integrators for long-time simulations, (2) error analysis of finite difference methods in semi-classical regimes, and (3) parallel algorithms for tensor-based computations. His work on pseudospectra and eigenvalue optimization has advanced stability analysis in linear dynamical systems. Lubich collaborates extensively on boundary element methods, finite element algorithms for evolving surfaces, and variational discretization techniques. His publications reflect a commitment to both theoretical rigor and practical computational solutions for complex physical systems.

Tabea Tscherpelمشاهده پروفایل

استاد

• Numerical Analysis
• Scientific Computing
• Partial Differential Equations (PDEs)
• +۳ مورد دیگر

Tabea Tscherpel is a tenure-track professor at the Department of Mathematics of TU Darmstadt, specializing in Numerical Analysis and Scientific Computing. Previously, she held postdoctoral positions at Universität Bielefeld (under Lars Diening) and RWTH Aachen (under Sebastian Noelle), following her DPhil from the University of Oxford under Endre Süli’s supervision. Her research focuses on numerical methods for PDEs, finite element methods, and computational fluid dynamics. Key research interests include exact integration for finite elements, divergence-free spaces, and energy-consistent discretizations. Her work bridges theoretical analysis with practical implementation, addressing challenges in computational geometry and adaptive methods. She actively contributes to conferences such as the Biennial Numerical Analysis Conference (2024) and plans to lead workshops on adaptive finite element methods. Contact: Office S4|10 101a, TU Darmstadt | tscherpel@mathematik.tu-darmstadt.de

Hendrik Wilkaمشاهده پروفایل

پژوهشگر

• Numerical Analysis
• Scientific Computing
• Computational Physics
• +۲ مورد دیگر

Hendrik Wilka is a researcher at the Department of Mathematics, Technische Universität Darmstadt. His work focuses on numerical analysis and scientific computing, with an emphasis on adaptive algorithms and sparse grid techniques. He has served as a teaching assistant for multiple courses including Numerical Analysis, Mathematical Modelling, and Numerical Linear Algebra under professors such as Jens Lang and Tabea Tscherpel. His recent research includes developing efficient collocation algorithms for piecewise smooth functions with kinks, published in the Journal of Computational Physics (2025). Wilka leads the development of simulation software for pandemic modeling and population dynamics, showcased in projects like the 'Long Night of Mathematics.' His technical contributions include maintaining public resources like PGP keys and academic infrastructure tools. Research interests include advancing computational methods for complex systems, with applications in physics and engineering. His technical activities involve academic software development and educational support through teaching assistance.

• Mathematical Logic
• Algebra
• Lattice Theory
• +۴ مورد دیگر

Christian Herrmann is a Professor at the Department of Mathematics, Technische Universitaet Darmstadt. His research focuses on modular lattices , Arguesian lattices , *-regular rings , and quantum logic . He has collaborated with researchers like Doug Pickering, Michael Roddy, Marina Semenova, and Martin Ziegler. Research Interests: Algebraic structures, lattice theory, orthogonal geometry, computational complexity of quantum logic, and representation theory of regular rings. Educational Contributions: Authored classroom notes on topics including linear algebra, algebraic structures, and geometric representations. Publications: Specializes in equational theories, geometric representations, and complexity problems related to modular and ortholattices. Collaborations: Worked extensively with Doug Pickering, Michael Roddy, Marina Semenova, Martin Ziegler, and others. His research spans theoretical mathematics and its intersections with computer science.

Manuel Karl-Heinz Müllerمشاهده پروفایل

پژوهشگر

• Number Theory
• Automorphic Forms
• Vector-Valued Modular Forms
• +۴ مورد دیگر

Manuel Karl-Heinz Müller is a researcher at the Department of Mathematics, Technical University of Darmstadt. He currently holds a postdoctoral position under Prof. Dr. Nils Scheithauer, focusing on algebraic and number-theoretic research. His research interests include number theory , automorphic forms , vector-valued modular forms , theta series , theta lifts , integral lattices , and the Weil representation . His work often bridges modular forms and algebraic structures. Publications highlight advanced topics like basis problems for modular forms, invariants of the Weil representation, and moduli spaces of polarized K3 surfaces. Collaborations include projects with researchers like C. Huang and Nils Scheithauer. Teaching includes roles as a teaching assistant in courses such as Algebra, Introduction to Algebra, and Linear Algebra for Physicists. He has also contributed to Mathematics courses for Computer Science and Civil Engineering students. He completed his PhD in 2024 at TU Darmstadt with a thesis on generating systems for modular forms and Hecke operators.

Ulrich Reifمشاهده پروفایل

استاد

• Geometric Modeling
• Numerical Analysis
• Approximation Theory
• +۳ مورد دیگر

Ulrich Reif is a Professor in the Department of Mathematics at Technische Universität Darmstadt. His research focuses on geometric modeling, numerical analysis, approximation theory, and computer-aided geometric design. He explores advanced topics such as isogeometric analysis, subdivision algorithms, and spline-based methods. Key research interests include the theoretical foundations of geometric modeling, computational methods for solving complex mathematical problems, and applications in engineering and computer graphics. His work addresses challenges in surface approximation, numerical stability, and algorithm development for geometric problems. Recent publications highlight contributions to Sobolev regularity analysis, subdivision surface techniques, and the application of deep learning in regression tasks on manifolds. His work often bridges pure mathematics and computational engineering, emphasizing practical implementations and theoretical rigor. No scientific awards or grants are explicitly listed in the provided materials. His academic contributions span over three decades, with a focus on advancing numerical methods and geometric modeling theories.

Claude Duhrمشاهده پروفایل

استاد

• Theoretical Physics
• Quantum Field Theory
• Particle Physics
• +۴ مورد دیگر

Claude Duhr is a Professor of Theoretical Physics at Bonn University, specializing in advanced mathematical and computational methods in particle physics. His research focuses on Feynman integrals, elliptic functions, Calabi-Yau geometries, and high-energy scattering amplitudes. He contributes to precision calculations in quantum field theories, including the Standard Model and its extensions. His work bridges theoretical physics and pure mathematics, addressing challenges in multi-loop calculations, modular forms, and algebraic geometry applications. Recent studies include antipodal self-duality in fishnet graphs, canonical differential equations for geometric models, and renormalization in effective field theories. Key research themes include scattering amplitudes, collider phenomenology, and integrability in gauge theories. His publications explore cutting-edge tools for Feynman integral evaluation and their implications for precision physics at colliders. Research Interests: Mathematical Physics, Quantum Field Theory, High-Energy Phenomenology No scientific awards or grants are listed in the provided texts. His work is supported by collaborative projects in theoretical physics and algebraic geometry.