Topology and Geometry
Geometry is the study of figures in a space of a given number of dimensions and of a given type. Modern Geometry is a rapidly developing field, which vigorously interacts with other disciplines such as physics, analysis, biology, number theory, to name just a few. In recent years geometers encountered a significant number of groundbreaking results and fascinating applications. From progress in the Poincaré conjecture, geometric representation theory, quantization, to the mirror symmetry, string theory, applications in optics, biology, quantum computing — the ubiquity of geometry is impossible to overestimate. People in our group work in several important directions. We have our own weekly geometry seminar and maintain strong contacts and collaboration with other groups in our department.
To learn more, please visit our Topology and Geometry Website.
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