Topics in O-minimal Geometry, Lecture 3

Abstract: Lecture 3. Polynomial boundedness versus exponential: Chris Miller's dichotomy growth theorem, Hardy field of an o-minimal structure, asymptotic of definable functions, Łojasiewicz inequality in polynomially bounded structures.

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We invited Olivier le Gal to present the fundamental notions of o-Minimal Geometry, starting with the foundational example of the semi-algebraic structure. As a specialist in o-minimal geometry he will hint at how the four others courses are related.

algebraic geometrydifferential geometrymetric geometry

Audience: advanced learners

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School of Real Geometry in Fortaleza - ScReGeFor

Series comments: Main aim of School of Real Geometry in Fortaleza is to present current topics in Real Algebraic and Tame Geometries. There will be five courses on topics in Real Geometry. The target audience is primarily Phd Students, Post-docs and young researchers.

All courses and talks will be available online in google meet. The links will be sent to registered participants some days before the event.

More information available on the website sites.google.com/view/scregefor2020/home

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