Sort by
Refine Your Search
-
Country
-
Employer
-
Field
-
Position Description The research group of Yuval Wigderson at ISTA has an opening for a postdoctoral researcher in extremal combinatorics starting in 2027. The exact starting date is flexible, and
-
Position Description The position The Algebraic Combinatorics and Fundamental Physics Unit, led by Matteo Parisi, investigates new combinatorial and geometric structures underlying quantum field
-
researchers in algebra, combinatorics and related disciplines, including finite geometry, algebraic graph theory, permutation group theory, coding theory and extremal combinatorics. The Centre offers a dynamic
-
to combinatorics in that study. Notably, we wish to study how asymptotic data, such as the limit set in the flag manifold, interact with solutions of PDEs of geometric origin, for instance, those of Higgs bundle
-
theory Adi Glucksam Complex analysis, potential theory, and dynamics Or Hershkovits Geometric analysis Mike Hochman Dynamical systems, ergodic theory and fractal geometry Gil Kalai Combinatorics
-
international collaborators. The group's interests cover a wide range of areas including extremal and probabilistic combinatorics, combinatorial optimization, graph theory, game theory, algorithmics and geometry
-
Science Foundation (NSF) grant entitled “RTG: Combinatorics, Geometry, Representation Theory, and Topology” at the University of Oregon. Applicants should be in research areas connected to one of these four
-
of special functions, and appear naturally in physics, but also, for example, in combinatorics (finite differential generating series) or in algebraic geometry (Picard‑Fuchs equations). A particularly
-
excellence and advancing the mission of both the College and the University. The Department of Mathematics is a diverse and growing department with strengths in Algebraic Geometry, Analysis, Combinatorics
-
of Mathematical Sciences of Hebei Normal University is well known across China as traditionally strong in combinatorics, operator theory and operator algebra, and computational mathematics. The goal posed by