Eigenvectors and Eigenvalues

given demand, I am happy to give a brief overview/dicussion on what are linear eigenspaces (or e-vectors and e-values) in light of how they crop up in nonlinear dynamics and how they relate to behaviour around hyperbolic points - i.e. liz bradley's "horse diagram" elucidated. no background math necessary (ok, a little linear algebra and basic differential calculus might be handy, but we won't be touching homoclinic tangles etc...). post below if u keen and we can setup a short session,

cheers dan

• I am DEFINITELY interested ! Saleha Habibullah
• Im also interested dan! Frederic Bartumeus
• Sweet. Vikas
• I'm in! Rhonda
• yeah, I could use a refresher! -> Josh
• i'm in. rafal
• I'm interested. - Brian
• yeah that would be great. -Will L.
• I'm in. --jd
• Count me in. -Kristen
• Sounds interesting. When will it be? Mike
• Will B.

ok, it seems there is plenty of interest - I will organise a session from 10:30am-11:30am on Wednesday June 13 at 2nd Floor Senior Seminar Room - post below if that does not suit - dan

Any chance of having it sometime Wednesday morning?

Ok, !!NOTE NEW TIME!! 10:30am-11:30am on Wednesday June 13 at 2nd Floor Senior Seminar Room