Star normal quotients and twisted wreath quasiprimitive groups

Datum / Date: 29.11.21
Čas / Time: 10:00 — 11:00
Predavalnica / Location: FAMNIT-MP1 & ZOOM
Predavatelj / Lecturer: Luke Morgan (University of Primorska, Slovenia)
Naslov / Title: Star normal quotients and twisted wreath quasiprimitive groups
Povzetek / Abstract:

I'll present some joint work with Eda Kaja in which we have constructed a new infinite family of locally transitive graphs. For a given graph in this family, the full automorphism group has two orbits on the vertex set, on one orbit the action is quasiprimitive of Twisted Wreath type and on the other orbit the action is not quasiprimitive. Thus these graphs fall into the class of `star normal quotients'. Previously only one such example was known.

  We are looking forward to meeting you at FAMNIT-MP1. 

This Monday, November 29,  2021, from 10 am to 11 am.

 

Our Math Research Seminar will also be broadcasted via Zoom.

Join Zoom Meeting Here.

 

Everyone is welcome and encouraged to attend.

  

Delite z drugimi

Podobne novice

Orodna vrstica za dostopnost

Powered by  GDPR Cookie Compliance (opens in a new tab)
Politika zasebnosti / Privacy Overview

Ta spletna stran uporablja piškotke, da vam lahko zagotovi najboljšo možno uporabniško izkušnjo. Informacije o piškotkih se shranjujejo v vašem brskalniku in omogočajo funkcije, kot je prepoznavanje ob vašem ponovnem obisku spletne strani, ter pomagajo naši ekipi razumeti, kateri deli spletne strani so za vas najbolj zanimivi in uporabni.

This website uses cookies so that we can provide you with the best user experience possible. Cookie information is stored in your browser and performs functions such as recognising you when you return to our website and helping our team to understand which sections of the website you find most interesting and useful.