Sort by
Refine Your Search
-
Category
-
Country
-
Employer
-
Field
-
, algebraic, and group-theoretic methods, inspired by the mathematical theory of articulated systems and constraint geometry. Possible tools include combinatorics, algebraic methods, incidence geometry, matroid
-
motion in non-classical geometries using combinatorial, algebraic, and group-theoretic methods, inspired by the mathematical theory of articulated systems and constraint geometry. Possible tools include
-
for joint events. What we expect A solid background in at least one of the areas essential for the CRC, e.g., higher category theory, algebraic/arithmetic geometry, homotopy theory, geometric topology
-
Algebraic Geometry NUMA researchers address both fundamental and theoretical challenges in the traditional subfields of numerical analysis and applied mathematics, as well as highly practical and industrially
-
in symplectic topology, mirror symmetry, geometric topology, dynamical systems, algebraic geometry, number theory, and mathematical aspects of quantum field and string theory. IBS-CGP is located
-
an advanced topic in one of the following areas: Mathematical Analysis, Differential Equations, Geometry and Topology, Mathematical Logic, Algebra, and Combinatorics. Fellowship duration: The grant is expected
-
: Algebra, Geometry, and Number Theory; Analysis and Dynamical Systems; Probability; and Statistics. There is extensive collaboration between these themes. LUND UNIVERSITY LTH, Faculty of Engineering at Lund
-
focuses on four key research themes: Algebra, Geometry, and Number Theory; Analysis and Dynamical Systems; Probability; and Statistics and Data Science. There is extensive collaboration between these themes
-
Science, and other research sections at the department are Algorithms Computational Science Data Science and Statistics Geometry, Topology and Algebra Learning Experience Design Our department offers
-
, cluster structures, flat surfaces, and spectral networks. The goal of the project is to build new far-reaching connections between algebraic geometry, dynamical systems, and mathematical physics using a