We look at expanding graphs coming from Caley graphs of groups at π”π”žπ”΅π”¦π”ͺπ”žπ”© β„‘π”‘π”’π”žπ”©.

This inspired me to read Tao’s book on the subject/

We may have futute talks on the following.

  • one of the ingredients of the proof of by Bourgain and Gamburd
  • using (a weaker) Selberg’s theorem to construct expander graphs
  • almost all graphs are expander

current

A dishonest and naive portrait of Bourgain-Gamburd