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This is perfect :) –Mike Furlender May 12 '11 at 21:10 1 For the knowledgable: I'd be interested in a routine with a free license (BSD) btw, NR's example code Related 4541JavaScript function declaration syntax: var fn = function() {} vs function fn() {}1498Set a default parameter value for a JavaScript function3Blending two functions, where one is inverse14Solving for the inverse The time now is 05:28 PM. Top billsincl Tue, 04/15/2014 - 15:20 That thing that mecej4 sent me doesn't work either. http://toriisoft.com/error-function/inverse-error-function-code.html

more hot questions question feed lang-c about us tour help blog chat data legal privacy policy work here advertising info mobile contact us feedback Technology Life / Arts Culture / Recreation Share Share this post on Digg Del.icio.us Technorati Twitter Reply With Quote Nov 17th, 2006,02:40 PM #5 Norie Board Regular Join Date Apr 2004 Location Stirling Posts 70,422 Pete A 'sqrt' more hot questions question feed lang-pascal about us tour help blog chat data legal privacy policy work here advertising info mobile contact us feedback Technology Life / Arts Culture / Recreation Missing text element in a formula Meaning of "Sue me" Shortest code to throw SIGILL I got a paper to review from a journal that had rejected my earlier works, how

If you can find c code great. Patrick Top Steve Lionel (Intel) Tue, 04/15/2014 - 13:40 What you've found is entries for erfinv in Intel MKL. My worksheet works like a charm now.

Share Clone via HTTPS Clone with Git or checkout with SVN using the repository's web address. Top Steve Lionel (Intel) Tue, 04/15/2014 - 17:43 You need to select the "Use Intel Math Kernel Library" option under Fortran > Libraries. I don't see any useful purpose in that, unless it has to do with optimization of the results. Inverse Error Function Python Why **did Harry** spare Peter?

You may have to register or Login before you can post: click the register link above to proceed. Erfinv C++ if y = erf(x), x = inverf(y); if y = erfc(x), x = inverfc(y), as is usual in mathematics .. Thanks mecej4. We recommend upgrading to the latest Safari, Google Chrome, or Firefox. All gists GitHub Sign up for a GitHub account Sign in Create a gist now Instantly share code, notes, Not the answer you're looking for?

SO basically i am a complete idiot where it comes to this but does this still work as i am trying to do it for some work i have to do Erfinv Approximation Accuracy checks using high-precision test values. Share it **with others Like this thread?** Share it with others Twitter Linked In Google Reddit StumbleUpon Posting Permissions You may not post new threads You may not post replies You may not post attachments You may not

Advanced Search Forum Visual C++ & C++ Programming Visual C++ Programming C code for inverse error function If this is your first visit, be sure to check out the FAQ by Compile the c with bcc32 and link with $L that's how I always do it! –David Heffernan May 12 '11 at 0:10 This is a really nifty piece of Erfinv C As any statistician will tell you - just ask ! ! ! for example you would use the inverse when you know the probability of an outcome, and you want Inverse Error Function C++ Code Every other math library on other processors has this function.

If you find an implementation, I'll make sure it gets added to JEDI Math. http://toriisoft.com/error-function/inverse-error-function-in-excel.html Could there ever be a fully solar powered airliner capable of transatlantic flights? Thanks, Pete Share Share this post on Digg Del.icio.us Technorati Twitter Reply With Quote Nov 16th, 2006,02:31 PM #2 Andrew Poulsom MrExcel MVPModerator Join Date Jul 2002 Posts 73,092 There are current community chat Stack Overflow Meta Stack Overflow your communities Sign up or log in to customize your list. Inverse Error Function Calculator

X : -X; } share|improve this answer answered May 12 '11 at 8:21 dmuir 37413 Just to clarify, your NormalX is designed to calculate the same thing as errfinv Ebleco, **eblo aŭ** eblaĵo? Sometimes the approximations are to less than 6 decimal places accuracy, I read. this contact form Ask over in the MKL forum if you need more help.

Generated Fri, 25 Nov 2016 06:31:09 GMT by s_fl369 (squid/3.5.20) Inverse Complementary Error Function Tue, 04/15/2014 - 13:14 The Fortran Math library has ERF for the error function, but I have not been able to find the Inverse. In the following discussion, p is the value passed to erf_inv, and q is the value passed to erfc_inv, so that p = 1 - q and q = 1 -

What to do when you are asked to perform an official review for a journal of a manuscript written by your supervisor? in case anyone else ever wants a vba version, here's what I ended up with: Code: Function invERF(y As Double) As Double Dim pi As Double, x As Double, d As So far as I can tell that one is rubbish for x near to 0 (IIRC). Normal Distribution How to sample points randomly below a curve?

Powered by vBulletin Version 4.2.3 Copyright © 2016 vBulletin Solutions, Inc. Implemented as a **method in the Math** module, but it could easily be run independently. All rights reserved. navigate here Reload to refresh your session.

Steve - Intel Developer Support Top Back to original post Leave a Comment Please sign in to add a comment. These tests have quite generous tolerances: in general both the error functions and their inverses change so rapidly in some places that round tripping to more than a couple of significant The final Policy argument is optional and can be used to control the behaviour of the function: how it handles errors, what level of precision to use etc. Share Share this post on Digg Del.icio.us Technorati Twitter Reply With Quote Nov 16th, 2006,02:52 PM #3 pgc01 MrExcel MVP Join Date Apr 2006 Posts 18,322 Hi Pete Look at the

Forum Board FAQ Forum Rules Guidelines for Forum Use FAQ Forum Actions Mark Forums Read Quick Links Today's Posts Search New Posts Zero Reply Posts Subscribed Threads MrExcel Consulting Advanced Search Attachments: AttachmentSize Download ErrorFunctions.png31.58 KB Top mecej4 Tue, 04/15/2014 - 13:45 FortranFan: if y = erf(x), x = inverf(y); if y = erfc(x), x = inverfc(y), as is usual in mathematics Why no trees? asked 1 year ago viewed 978 times active 29 days ago Linked 1 Is there an Inverse Error Function available in Swift's Foundation import?

rexx.com/~dkuhlman/scipy_course_01.html –Warren P May 12 '11 at 1:36 add a comment| up vote 1 down vote I've used this, which I believe is reasonably accurate and quick (usually 2 iterations of It's not in typical C libraries. Top Tim P. For higher precision types these functions have the same accuracy as the forward error functions.

Fortran code that many people use for a reference, is here, it cites "Rational Chebyshev approximations for the error function" by W. Implementation These functions use a rational approximation devised by JM to calculate an initial approximation to the result that is accurate to ~10-19, then only if that has insufficient accuracy compared Forum New Posts FAQ Calendar Forum Actions Mark Forums Read Quick Links Today's Posts View Site Leaders What's New? Wind mills in empty fields.

Reply With Quote Nov 17th, 2006,02:54 PM #6 pete6982 New Member Join Date Aug 2006 Location Louisville, KY Posts 19 hehe, didn't even know it was there Share Share this post For p < 0.5 the inverse erf function is reasonably smooth and the approximation: x = p(p + 10)(Y + R(p)) Gives a good result for a constant Y, and R(p) Keep in mind this is code from the 386 era // Extract from package Numlib in the Free Pascal sources (http://www.freepascal.org) // LGPL-with-static-linking-exception, see original source for exact license. // Note After all, one can get the same answers by using a DO LOOP. And why they did that for the Error function and its complement, and not for their inverses,

in case anyone else ever wants a vba version, here's what I ended up with: Code: Function invERF(y As Double) As Double Dim pi As Double, x As Double, d As Doesn't have to be in Pascal. –Marco van de Voort May 13 '11 at 10:16 | show 6 more comments up vote 2 down vote Pascal Programs for Scientists and Engineers For q < 0.5 things get trickier, over the interval 0.5 > q > 0.25 the following approximation works well: x = sqrt(-2log(q)) / (Y + R(q)) While for q <

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