= Guido Kings
{c}
<Guido Kings> is a <mathematician> working in <number theory> working in <arithmetic geometry>. In joint work with <Annette Huber> and <Niko Naumann>, he extended the <Lazard isomorphism> in two directions: to integral coefficients under additional hypotheses, and to analytic cochains over finite extensions $K/\mathbb Q_p$ compared with $K$-<Lie algebra cohomology>.<Some complements to the Lazard isomorphism by Annette Huber and others>[Abstract and introduction]{ref}
This comparison replaces cohomological questions about a locally analytic <group> by questions about its infinitesimal <Lie algebra>, where linear and multilinear calculations are available. The base field matters: being analytic over $K$ is more restrictive than merely being analytic over $\mathbb Q_p$. His University of Regensburg page identifies his mathematical position and links to his research.https://www.uni-regensburg.de/mathematik/prof-dr-guido-kings[Official faculty page]{ref}
\Image[https://www.uni-regensburg.de/fileadmin/_processed_/0/3/csm_0328-guido-kings_5b40133b16.jpg]
{title=Guido Kings, University of Regensburg portrait}
{height=240}
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