On the Generation of Dual Polar Spaces of Symplectic Type over Finite Fields

AbstractIt is demonstrated that the dual polar space of typeSp2n(q),q>2, can be generated as a geometry by[formula]points

On the local recognition of finite metasymplectic spaces

Without abstract

An outline of polar spaces: basics and advances

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. The aim of this paper is to give an overview of the theory of polar spaces focusing on some research topics related to polar spaces. We survey the fundamental results about polar spaces starting from classical polar spaces. Then we introduce and report on the state of the art on the following research topics: polar spaces of infinite rank, embedding polar spaces in groups and projective embeddings of dual polar spaces