Comments on: The topological Cauchy-Schwarz inequality http://lamington.wordpress.com/2009/06/28/the-topological-cauchy-schwarz-inequality/ Sun, 14 Apr 2013 21:31:14 +0000 hourly 1 http://wordpress.com/ By: Radek Merkx http://lamington.wordpress.com/2009/06/28/the-topological-cauchy-schwarz-inequality/#comment-285 Mon, 07 Jun 2010 09:58:38 +0000 http://lamington.wordpress.com/?p=297#comment-285 Hello,
I was wondering if you could answer a question for me: I have a non-orientable Haken 3-Manifold that i would like to have the JSJ-decomposition of. I am guessing one could decompose the oriented double cover? Would you know how this is exactly done or give me a reference?
cheers,

]]> By: Danny Calegari http://lamington.wordpress.com/2009/06/28/the-topological-cauchy-schwarz-inequality/#comment-182 Tue, 10 Nov 2009 02:00:39 +0000 http://lamington.wordpress.com/?p=297#comment-182 OK, it seems to have fixed itself now . . . bizarre.

]]> By: Danny Calegari http://lamington.wordpress.com/2009/06/28/the-topological-cauchy-schwarz-inequality/#comment-180 Mon, 09 Nov 2009 21:01:47 +0000 http://lamington.wordpress.com/?p=297#comment-180 OK, something very, very strange is happening in the Latex converter for this post. Where I wrote the formula $R’ = \Delta R + 2|\text{Ric}_0|^2 + \frac 2 3 R(R-r)$ where \text{Ric}_0 in the post, it appears instead as
f_{xx} = (f_r \cos \theta - f_{\theta} \frac {\sin \theta} {r})_r \cos \theta - (f_r \cos \theta - f_{\theta} \frac {\sin \theta}{r})_{\theta} \frac {\sin \theta}{r}. What is going on here????

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