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Welcome to the collaborative wiki for Interactions in Algebra, Geometry, and Topology; a reading course in the School of Mathematics at the University of Edinburgh. The topic of this year's incarnation is the differential geometry of gauge theory: vector and principal bundles, connections, Chern-Weil theory, and instantons. | |||
This wiki is an experiment in collaborative mathematical learning. Since there are no course notes and many course textbooks this is an opportunity to pool our resources. As the saying goes, “differential geometry is the study of invariants under change of notation”. | |||
== Getting started == | == Getting started == | ||
* [ | * [[Lecture Schedule]] | ||
* [ | * [[Lecture Summaries]] | ||
* [ | * [[Books]] | ||
* [ | * [[Workshops]] | ||
* [ | * [[Revision Notes]] | ||
== Editing info == | |||
For contributing to this wiki with LaTeX documents that you have, see the following guide: | |||
* [[Converting LaTeX to Mediatext]] | |||
Any contributions welcome! | |||
Latest revision as of 14:11, 15 April 2026
Welcome to the collaborative wiki for Interactions in Algebra, Geometry, and Topology; a reading course in the School of Mathematics at the University of Edinburgh. The topic of this year's incarnation is the differential geometry of gauge theory: vector and principal bundles, connections, Chern-Weil theory, and instantons.
This wiki is an experiment in collaborative mathematical learning. Since there are no course notes and many course textbooks this is an opportunity to pool our resources. As the saying goes, “differential geometry is the study of invariants under change of notation”.
Getting started
[edit]Editing info
[edit]For contributing to this wiki with LaTeX documents that you have, see the following guide:
Any contributions welcome!