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| Tags: analysis, function, gamma, garaphical |
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#1
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Hi,
In order to test a (precise and very fast) library of transcendental functions, together with a graphical interface for real-time analysis, selected functions are being made available to the public for critique. Currently you may enjoy the marvels of the: Gamma Function - Gamma(x) The computer program runs in MS DOS or Windows on standard x86 machines with an FPU and SVGA (VESA standard). Detailed specifications and GUI description are available at: www.iging.com/Transcendental. Your constructive feedback is very much appreciated. Dan Baruth x86atigingdotcom |
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#3
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Eric Gisse wrote in message ... : On 11 Sep 2004 16:50:21 -0700, (D. Baruth) wrote: : : Hi, : : In order to test a (precise and very fast) library of transcendental : functions, together with a graphical interface for real-time analysis, : selected functions are being made available to the public for critique. : Currently you may enjoy the marvels of the: : : Gamma Function - Gamma(x) : : The computer program runs in MS DOS or Windows on standard x86 machines : with an FPU and SVGA (VESA standard). Detailed specifications and GUI : description are available at: www.iging.com/Transcendental. : : Your constructive feedback is very much appreciated. : : Um. : : I must ask why you post this everywhere but sci.math. I did; it had not been retrieved by your server yet, I guess. I posted with and they do not allow crossposting to more than 4 groups at a time. Hence, I have split my posting to sci.math.* (4 groups) and sci.physics.* (4 groups). : : Also, I must ask why you think people would use your sourceless : executable in anything. : The freely available computer program contributes to the better understanding of the Gamma function in the entire real domain. Furthermore, the reciprocal gamma function (1/Gamma(x)) is also available on the site above. I don't know from where you take the idea that I should work for you for nothing. Giving away the source code is giving away your intellectual rights (on your creative work). Sorry. Dan Baruth x86atigingdotcom |
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#4
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"D. Baruth" writes:
Eric Gisse wrote in message ... : : Also, I must ask why you think people would use your sourceless : executable in anything. : The freely available computer program contributes to the better understanding of the Gamma function in the entire real domain. What is there to understand? How is this different from using gnuplot? Furthermore, the reciprocal gamma function (1/Gamma(x)) is also available on the site above. immoland-~ gnuplot [snip] gnuplot plot [0:10] gamma(x) gnuplot plot [0:10] 1.0/gamma(x) There's really not much to see out past x=10... it just keeps getting bigger (or smaller) pretty fast. I don't know from where you take the idea that I should work for you for nothing. Well, you did give the executable away for free. And the only reason to use a new implementation of the gamma function would be if it were faster than those availible already. So you'd want the source (or some sort of library file). A program that simply plots gamma(x) seems redundant. Giving away the source code is giving away your intellectual rights (on your creative work). Sorry. That's not true really. You could certainly distribute the source under a "do not share this" license. It doesn't really matter though, since plotting gamma(x) is pretty easy with exisiting (free) tools. -- Matthew Nobes Newman Lab, Cornell Univesity, Ithaca, NY 14853 http://www.lepp.cornell.edu/~nobes |
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#5
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Matthew Nobes wrote in message ... : "D. Baruth" writes: : : Eric Gisse wrote in message : ... : : : : Also, I must ask why you think people would use your sourceless : : executable in anything. : : : : The freely available computer program contributes to the better : understanding of the Gamma function in the entire real domain. : : What is there to understand? How is this different from using : gnuplot? Only few use Linux (or am I wrong?). : Furthermore, the reciprocal gamma function (1/Gamma(x)) is : also available on the site above. : gnuplot plot [0:10] gamma(x) : gnuplot plot [0:10] 1.0/gamma(x) What about the really interesting part, say the interval [-10,0] ? [snip] : It doesn't really matter though, since plotting gamma(x) is pretty easy : with exisiting (free) tools. From your response, it looks as if you had not used my program. If you did, you would have noticed that the function(s) calculates extremely fast and precise. Applications on x86/7 hardware that need a small, precise and very fast library of transcendental functions will not find it in gnuplot. Dan Baruth x86atigingdotcom |
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#6
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D. Baruth wrote:
Matthew Nobes wrote in message ... : "D. Baruth" writes: : : Eric Gisse wrote in message : ... : : : : Also, I must ask why you think people would use your sourceless : : executable in anything. : : : : The freely available computer program contributes to the better : understanding of the Gamma function in the entire real domain. snip : It doesn't really matter though, since plotting gamma(x) is pretty easy : with exisiting (free) tools. From your response, it looks as if you had not used my program. If you did, you would have noticed that the function(s) calculates extremely fast and precise. Applications on x86/7 hardware that need a small, precise and very fast library of transcendental functions will not find it in gnuplot. as Matthew Nobes indicated, a stand alone evaluate and plot of the Gamma function is not useful or interesting enough to pay for and its not useful useful or interesting to take the risk of downloading an executable that may contain a virus or do something bad to my computer. Useful source code for Gamma and other functions may be found at www.nr.com (home page of numerical recipes). -- local optimization seldom leads to global optimization my e-mail address is: my first name my last name AT mmm DOT com |
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#7
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D. Baruth wrote:
Matthew Nobes wrote in message ... : "D. Baruth" writes: : : Eric Gisse wrote in message : ... : : : : Also, I must ask why you think people would use your sourceless : : executable in anything. : : : : The freely available computer program contributes to the better : understanding of the Gamma function in the entire real domain. : : What is there to understand? How is this different from using : gnuplot? Only few use Linux (or am I wrong?). Utterly wrong. What makes you think people would want to download and run a binary executable that they found on Usenet? Your program might as well contain the cure for cancer but I don't care - nobody in their right mind is going to use it since it's a ridiculous security risk. Anyway, if you're so pleased with it, why not release the source and let people judge for themselves? |
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#8
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Roy McCammon wrote in message ... : D. Baruth wrote: : Matthew Nobes wrote in message : ... : : "D. Baruth" writes: : : : : Eric Gisse wrote in message : : ... : : : : : : Also, I must ask why you think people would use your sourceless : : : executable in anything. : : : : : : : The freely available computer program contributes to the better : : understanding of the Gamma function in the entire real domain. : snip : : : : It doesn't really matter though, since plotting gamma(x) is pretty easy : : with exisiting (free) tools. : : From your response, it looks as if you had not used my program. If : you did, you would have noticed that the function(s) calculates extremely : fast and precise. Applications on x86/7 hardware that need a small, precise : and very fast library of transcendental functions will not find it in : gnuplot. : : as Matthew Nobes indicated, a stand alone evaluate and plot of the : Gamma function is not useful or interesting enough to pay for and : its not useful useful or interesting to take the risk of downloading : an executable that may contain a virus or do something bad to my computer. : : Useful source code for Gamma and other functions may be found at : www.nr.com (home page of numerical recipes). The stand alone Gamma, Reciprocal Gamma and Bessel function of the first kind are free. Anyway, thank you for the critique. D. Baruth |
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#9
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In message , D. Baruth
writes Eric Gisse wrote in message .. . : On 11 Sep 2004 16:50:21 -0700, (D. Baruth) wrote: : : Hi, : : In order to test a (precise and very fast) library of transcendental : functions, together with a graphical interface for real-time analysis, : selected functions are being made available to the public for critique. : Currently you may enjoy the marvels of the: : : Gamma Function - Gamma(x) : : The computer program runs in MS DOS or Windows on standard x86 machines : with an FPU and SVGA (VESA standard). Detailed specifications and GUI : description are available at: www.iging.com/Transcendental. : : Your constructive feedback is very much appreciated. : : Um. : : I must ask why you post this everywhere but sci.math. I did; it had not been retrieved by your server yet, I guess. I posted with and they do not allow crossposting to more than 4 groups at a time. Hence, I have split my posting to sci.math.* (4 groups) and sci.physics.* (4 groups). : : Also, I must ask why you think people would use your sourceless : executable in anything. : The freely available computer program contributes to the better understanding of the Gamma function in the entire real domain. Furthermore, the reciprocal gamma function (1/Gamma(x)) is also available on the site above. I don't know from where you take the idea that I should work for you for nothing. You don't feel it sort of goes hand in hand with your request for others to test your code for you for nothing? Giving away the source code is giving away your intellectual rights (on your creative work). Sorry. -- Richard Herring |
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