Leírás
The Institute of Mathematics at Eötvös Loránd Universty is pleased to announce its regular one week long summer school in mathematics
"On the crossroads of topology, geometry and algebra".
The most important exciting results of mathematics connect different areas and build unexpected bridges between different aspects of the theory. During this Summer School we wish to emphasize such connections, bridges between (algebraic) topology, (metric) geometry and algebraic geometry. We focus on key starting examples/problems and ideas, which determined crucial interplays between these areas. E.g., how the local curvature determines the global topology of a space, how the degree of a polynomial determines the topology of its zero set? By such results we wish to picture the unity of mathematics, and to describe the cradles of several modern mathematical theories.