Tuesday, September 12, 2006

You Say You Want a Convolution...

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6 comments:

Tecumseh said...

So what's this about "clean function" and "dirty function"? I don't get it. Better stick to hand-waving.

9/13/2006 1:13 AM
Mr roT said...

The two functions being convolved are discontinuous. Their convolution is continuous. Convolution is a trip to the cleaners.

9/13/2006 1:19 AM
The Darkroom said...

Your point is that the convolution of 2 discontinuouis functions is continuous ? What's the big deal ?

9/13/2006 9:23 AM
Mr roT said...

A pretty picture. A little higher than those of Paris Hilton.

9/13/2006 9:34 AM
My Frontier Thesis said...

Yeah JJ, I suspected this post had something to do with Paris titties.

9/13/2006 2:57 PM
Arelcao Akleos said...

Whatever we may think of Ms. Hilton, she surely is adept at Bump Functions.

9/14/2006 10:43 PM

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