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09-14-2014, 09:51 AM
Post: #12
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RE: median
(09-14-2014 09:37 AM)parisse Wrote: BTW, I can easily add code to return the arit mean for the Prime (like I did for geogebra) but this will not extend to quartiles. Weighted mean of adjacent elements? I've never seen a median of an even number of items defined as the smaller of them. Are you using the linear time algorithm for the median and quartiles? - Pauli |
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| Messages In This Thread |
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median - Helge Gabert - 09-13-2014, 06:11 PM
RE: median - parisse - 09-13-2014, 06:44 PM
RE: median - Marcel - 09-13-2014, 08:25 PM
RE: median - Joe Horn - 09-14-2014, 04:21 AM
RE: median - Don Shepherd - 09-13-2014, 09:46 PM
RE: median - Chris Pem10 - 09-14-2014, 02:24 AM
RE: median - Tim Wessman - 09-14-2014, 03:41 AM
RE: median - Helge Gabert - 09-14-2014, 04:35 AM
RE: median - Joe Horn - 09-14-2014, 07:17 AM
RE: median - parisse - 09-14-2014, 06:34 AM
RE: median - parisse - 09-14-2014, 09:37 AM
RE: median - Paul Dale - 09-14-2014 09:51 AM
RE: median - parisse - 09-14-2014, 11:56 AM
RE: median - Thomas Radtke - 09-14-2014, 10:11 AM
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