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Explore the mathematical formalism of "tame geometry" through this conference talk that introduces o-minimality, a framework where every set possesses finite geometric complexity. Learn about quantitative variants that measure set complexity using natural parameters, with emphasis on examples relevant to physics applications. Discover the current state of research and key conjectures in this field that bridges geometry and mathematical physics, presented as part of the "Geometry Meets Physics: Finiteness, Tameness, and Complexity" series.
