Abstract
This paper is an extended version of a series of lectures on polar spaces given during the workshop and conference ‘Groups and Geometries’ held at the Indian Statistical Institute in Bangalore in December 2012. We firstly give a concise exposition of the theory of polar spaces, ending up with the classification of polar spaces of rank at least \(3\). Then we present a few related research topics, as polar spaces of infinite rank, non-linear embeddings of polar spaces, projective embeddings of dual polar spaces and polar grassmannians.
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