ALGEBRAIC AI SL

Projekt → Higher-Order Hodge Laplacians for Processing of multi-way Signals Network analysis has revolutionized our understanding of complex systems, and graph-based methods have emerged as powerful tools… Beitrag ansehen → Projekt → Foundations of transcendental methods in computational nonlinear algebra Polynomial equations and inequalities raises fundamental theoretical issues, many of which have been answered by algebraic geomet… Beitrag ansehen → Projekt → Symmetry and Optimization at the Frontiers of Computation Noncommutative group optimization is a powerful emerging paradigm, which has already led to the solution of outstanding problems… Beitrag ansehen → Projekt → Motives and the Langlands program This proposal belongs to the field of arithmetic geometry and lies at the interface of number theory, algebraic geometry and the… Beitrag ansehen → Projekt → Spectral Geometry of Higher Categories The overarching goal of this project is to reveal and systematically study the geometry of important categories in homotopy theor… Beitrag ansehen → Projekt → Signs, polynomials, and reaction networks Many real-world problems are reduced to the study of polynomial equations in the non-negative orthant, and this is in particular… Beitrag ansehen →