AbstractKey spaces in Toric Topology refer to a family of spaces that carry torus actions. They include moment-angle complexes, toric manifolds and orbifolds, partial quotients, and their real analogs. The study of toric spaces also stimulates the development of polyhedral products. In three talks, we aim to cover the following topics: 1) the fundamental properties of these key spaces, 2) tools...
Description: This is an introductory course to contact topology. We will give a first glance at topics in contact topology and its relationship with peripheral subjects such as knot theory and symplectic topology. The course will be suitable for advanced undergraduate students and PhD students.Reference：Geiges, An Introduction to Contact TopologyKashiwara and Schapira, Sheaves on Manifold
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