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Subject: Numerically minimizing an expression involving an integral From: svampur Date: 16 Jul, 2012 03:15:16 Message: 1 of 7 
I need to numerically find the cutoff value x>0 such that the integral from x to infinity of a decreasing function f is equal to some value y. There does not exist a closed form solution for the integral. 
Subject: Numerically minimizing an expression involving an integral From: Nasser M. Abbasi Date: 16 Jul, 2012 03:35:56 Message: 2 of 7 
On 7/15/2012 10:15 PM, svampur wrote: 
Subject: Numerically minimizing an expression involving an integral From: svampur Date: 16 Jul, 2012 04:15:43 Message: 3 of 7 
I am using the 'int' function to do the integration. 
Subject: Numerically minimizing an expression involving an integral From: Nasser M. Abbasi Date: 16 Jul, 2012 04:46:14 Message: 4 of 7 
On 7/15/2012 11:15 PM, svampur wrote: 
Subject: Numerically minimizing an expression involving an integral From: Torsten Date: 16 Jul, 2012 07:09:21 Message: 5 of 7 
On 16 Jul., 05:15, "svampur " <svei...@purdue.edu> wrote: 
Subject: Numerically minimizing an expression involving an integral From: Bruno Luong Date: 16 Jul, 2012 07:23:07 Message: 6 of 7 
"svampur" wrote in message <ju0104$gvj$1@newscl01ah.mathworks.com>... 
Subject: Numerically minimizing an expression involving an integral From: Steven_Lord Date: 17 Jul, 2012 16:55:43 Message: 7 of 7 

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