Introduction to nonlorentzian geometry based on homogeneous spaces Stefan Prohazka: Introduction to nonlorentzian geometry based on homogeneous spaces, I. Introduction, properties, and applications 7th September, 2020 The topics for this lecture are: Motivation, definition and properties of homogeneous spaces; Examples to build intuition; Applications (in physics).
Introduction to nonlorentzian geometry based on homogeneous spaces Stefan Prohazka: Introduction to nonlorentzian geometry based on homogeneous spaces, II. Homogenous space and maximally symmetric spacetimes 8th September, 2020 The topics for this lecture are: Introduction to spacetimes; Sketch of classification of maximally symmetric spacetimes; Discussion of properties and invariants; Relevance in physics.
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