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We're so glad you're here! -- Essjay · Talk 16:59, July 12, 2005 (UTC)

Scrap Book

Ignore this section

$\operatorname {p} (\mathbf {f} \mid \omega _{i})={\frac {1}{(2\pi )^{N/2}\left|\Sigma _{i}\right|^{1/2}}}\exp \left(-{\frac {1}{2}}(\mathbf {f} -\mathbf {\mu } _{i})^{\top }\Sigma _{i}^{-1}(\mathbf {f} -\mathbf {\mu } _{i})\right)$

$j=\arg \max _{i}\operatorname {p} (\mathbf {f} \mid \omega _{i})$

$\operatorname {p} (\omega _{i}\mid \mathbf {f} )={\frac {\operatorname {p} (\mathbf {f} \mid \omega _{i})\operatorname {p} (\omega _{i})}{\sum _{k}\operatorname {p} (\mathbf {f} \mid \omega _{k})\operatorname {p} (\omega _{k})}}$

$\operatorname {p} (\omega _{i}\mid \mathbf {f} )\propto \operatorname {p} (\mathbf {f} \mid \omega _{i})\operatorname {p} (\omega _{i})$

$j=\arg \max _{i}\operatorname {p} (\omega _{i}\mid \mathbf {f} )$

Awesome picture

I really liked your picture: Image:Corner.png. Sancho 07:17, 19 October 2007 (UTC)

http://en.wikipedia.org/wiki/Image:Corner.png

Are you willing to share your source code for the Matlab algorithm that does corner detection? I would like to see it if possible. I don't intend to use it for any commercial purposes.

You can reach me at tim.kinney@rice.edu

Thanks.

Tim 18:24, 23 May 2008 (UTC)

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