... umfassen alles, was mit Mathematik und ihren vielfältigen Anwendungsmöglichkeiten in den Natur-, Ingenieur- und Wirtschaftswissenschaften verbunden ist.
I enjoy applying mathematics to real-world problems arising from practical domains such as electrical engineering, automation, finance and markets, as well as economics more broadly.
One of the most meaningful and rewarding aspects of my work is inspiring students and others to become genuinely excited about mathematics.
Geometric Supersymmetry explores the deep and subtle connections between differential geometry and supersymmetry. Within this framework, representation theory and spin geometry emerge as fundamental mathematical pillars, shaping the structure and understanding of supersymmetric theories.
I am particularly interested in the rich interplay between (pseudo)-Riemannian geometry, geometric analysis, and combinatorics, as well as in structures arising in geometric algebras, supermanifold theory, and their roles in modern theoretical physics - including Yang-Mills theory, supergravity, string theory, and deformation quantization
... bestehen mit Personen aus Industrie und Wirtschaft, dem Dienstleistungssektor sowie dem Bildungsbereich (Schulen und Hochschulen).
Geometric analysis of AC circuits
Geometric analysis of AC circuits
Approximation of water rocket dynamics,
Geometric and analytic aspects of
touching curves
Mathematics formulary with applications
Applied data smoothing
Introductory number theory
Optimization of production processes
Introductory number theory
Calculation and optimization of trend signals
Applied algebraic problems,
Geometric analysis of AC circuits
Static calculations in warehouse logistics
Applied data smoothing
Mathematics formulary with applications
Joint work with T. Günther
Joint work with C. Reineke
Properties of small eigenvalues of Dirac operators on quaternionic Kähler manifolds and their eigenspaces