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>> I am currently puzzled as to how to achieve the following... >> >> My RRDs have counts of message queues every minute. I want to display >> data >> from all RRDs on the same graph for the same period of time (let's say >> last 3 days). What i need is that if all values in specific RRD for this >> time period are zero (or unknown) they should not be displayed on the >> graph, and there should     

Group: mailing.unix.rrdusers · Group Profile · Search for Unknownly in mailing.unix.rrdusers
Author: "Alex van den Bogaerdt"
Date: Jun 8, 2010 03:51

Still waiting for any suggestions. Thank you! Mushka wrote: Hello! I am currently puzzled as to how to achieve the following... My RRDs have counts of message queues every minute. I want to display data from all RRDs on the same graph for the same period of time (let's say last 3 days). What i need is that if all values in specific RRD for this time period are
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Hi Jesse, with Distribute[Integrate[a + z + s[z], {z, clow, chigh}]] you get: chigh^2/2 + a*(chigh - clow) - clow^2/2 + Integrate[s[z], {z, clow, chigh}] Peter Am Mon, 31 May 2010 03:45:33 +0000 (UTC) schrieb Jesse Perla <jesseperla@gmail.com>: > I have an integral involving constants and an 'unknown' function. I > would like to expand it out to solve for the constants and keep     

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Author: Mushka
Date: Jun 7, 2010 13:12

Integrate[#, {z, clow, chigh}] & /@ (a + z + s[z]) Bob Hanlon ---- Jesse Perla <jesseperla@gmail.com> wrote: ============= I have an integral involving constants and an 'unknown' function. I would like to expand it out to solve for the constants and keep the integrals of the unknown function as expected. i.e. Integrate[a + z + s[z], {z, clow, chigh}] I want to get out: (a*chigh
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On Sun, May 30, 2010 at 11:45 PM, Jesse Perla <jesseperla@gmail.com> wrote: > I have an integral involving constants and an 'unknown' function. I > would like to expand it out to solve for the constants and keep the > integrals of the unknown function as expected. > i.e. > Integrate[a + z + s[z], {z, clow, chigh}] > > I want to get out: > (a*chigh + chigh^2/2 - a*clow - clow^2/2) + Integrate     

Group: comp.softsys.math.mathematica · Group Profile · Search for Unknownly in comp.softsys.math.mathematica
Author: Peter Pein
Date: Jun 1, 2010 01:22

The Presentations package ($50) from my web site has functionality for this. The Student's Integral section allows you to write integrate[...] (small i) instead of Integrate[...] and obtain the integral in a held form. There are then commands to manipulate the integral (operating on the integrand, change of variable, integration by parts, trigonometric substitution, and breaking the integral out
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The Following is up for Absolute Auction at www.PlunderHere.com: Item Name : Secret of the unknown fifthteen Auction Starts : Apr. 17 2010 02:45:01 Auction Ends : Jun. 12 2010 02:45:01 Starting Bid : 1.00 Shipping From : United States - Zip Code: 58329 Description of item : Title secret of the unknown fifthteen author margaret crary illustrator vic donahue book condition very good     

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Author: Bob Hanlon
Date: Jun 1, 2010 01:20

The Following is up for Absolute Auction at www.PlunderHere.com: Item Name : Secret of the unknown fifthteen Auction Starts : Apr. 17 2010 02:45:01 Auction Ends : Jun. 12 2010 02:45:01 Starting Bid : 1.00 Shipping From : United States - Zip Code: 58329 Description of item : Title secret of the unknown fifthteen author margaret crary illustrator vic donahue book condition very good
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The Following is up for Absolute Auction at www.PlunderHere.com: Item Name : Secret of the unknown fifthteen Auction Starts : Apr. 17 2010 02:45:01 Auction Ends : Jun. 12 2010 02:45:01 Starting Bid : 1.00 Shipping From : United States - Zip Code: 58329 Description of item : Title secret of the unknown fifthteen author margaret crary illustrator vic donahue book condition very good     

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Author: Mark McClure
Date: Jun 1, 2010 01:20

Re: Unknown Integral with Gaussian cdf in it Posted: May 13, 2010 8:44 AM Plain Text Reply Hi All, I hope someone can help. I need to find the following 1 dimensional integral (hoping for an analytic form or maybe upper and lower bounds which are tight). Integral { -inf to inf } Phi^n (x) phi (x-mu) dx That is the cdf of a standard normal raised to n, integrated wrt
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Author: David Park
Date: Jun 1, 2010 01:20

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Author: nntp
Date: May 13, 2010 17:30

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Author: nntp
Date: May 13, 2010 17:30

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Author: nntp
Date: May 13, 2010 17:30

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Group: sci.stat.math · Group Profile · Search for Unknownly in sci.stat.math
Author: Luis A. Afonso
Date: May 13, 2010 10:43

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