> Has anyone built a standalone Mac app using JQt?

Please see http://www.jsoftware.com/jwiki/Guides/J8%20Standalone

On 25 February 2015 at 06:09, Ian Clark <[email protected]> wrote:

> @Henry -- thanks for your comments. Great!
>
> IMO this is just the sort of discussion I would like to see aired in
> public. Though maybe do the more philosophical stuff in Chat?
> Ideally I would like a summary of the J community's findings
> documented on a Jwiki page for wider consumption.
>
> Further comments in-line…
>
>
> On Wed, Feb 25, 2015 at 4:27 AM, Henry Rich <[email protected]> wrote:
> > We should take this off-group, but I'm replying in public because if I'm
> > wrong I would like to be corrected (and I'm only an amateur
> statistician):
>
> That's exactly why I'm appealing to the forum too.
> …To the annoyance of Real Statisticians, no doubt, because this must
> be elementary stuff to them.
> But Wikipedia -- which you'd expect to give simple answers to simple
> questions which laypeople want to ask and need to ask -- approaches
> the whole issue like a cat circling a bowl of hot porridge.
> …If you're a layperson, just try working out how to score the "Lady
> Tasting Tea" experiment from these pages…
> https://en.wikipedia.org/wiki/Binomial_test
> https://en.wikipedia.org/wiki/Binomial_distribution
> https://en.wikipedia.org/wiki/Bernoulli_distribution
> https://en.wikipedia.org/wiki/Bernoulli_trial
> https://en.wikipedia.org/wiki/Bernoulli_process
>
> As a Human Factors *engineer* -- I've been a professional *user* of
> hypothesis-testing but an amateur Statistician.
> …Or should that be Probabilist? Or even Epistemologist?
>
> Plus… now I'm retired, I'm getting rusty.
>
> Plus… I can't find precise enough documentation of JAL verb: binomialprob.
> Like… what's the semantics of the 3rd entry of (y) (styled "minimum
> number of successes (s)") when y has only 3 entries? Can it be called
> "minimum" any more? What I've concluded, after a bit of RTFC plus a
> few idiot tests, is:
>
>    (binomialprob 0.5,N,s) -: (binomialprob 0.5,N,s,N)
>
> Plus… has this doggie got 2 tails or just 1??
>
>
> > I think you are calling binomialprob correctly but I have some
> objections to
> > your use of the result.
> >
> > 1.  I think your rejectH0 should use 1 - -: CONFIDENCE instead of
> > 1-CONFIDENCE.
> >
> >   The question is, "How likely is a result as weird as I am seeing,
> assuming
> > H0?"  You should not bias "weird" by assuming that weird results will be
> > correct guesses - they could just as likely be incorrect guesses.  To
> ensure
> > that you reject 95% of the purely-chance deviations of a certain size,
> that
> > 95% should be centered around the mean, not loaded toward one side.
>
> The "1-tail-or-2?" question -- or so I thought at first.
> But it's deeper than that. It's much more serious. Serious enough to
> be the key issue for me.
> Which is precisely why I want to be *sure*. Sure enough to argue my
> case to a determined layperson. Not merely make an inspired guess, as
> most people would in an industrial situation (…knowing no one else
> knows enough statistics to dare to challenge you!)
>
> What I understand @Henry to be saying is: should the 5% area under the
> binomial distribution curve, which sets the pass/fail threshold, be
> shared equally between both tails? Even if one tail happens to be in
> fairyland?
>
> What I mean by that last remark is…
> If The Lady Tasting Tea (TLTT) gets every trial *wrong*, then she's
> *not* a monkey flipping a fair coin. It's a very biased coin!
> She is sending a strong signal that she can be depended upon (…with X%
> confidence) to make the wrong decision.
> But I don't want to credit her this as evidence to support her claim
> she can tell the difference (…at least, not tell it correctly).
> This is what makes TLTT different from detecting a biased coin by
> repeated tosses.
>
> What's to do?
>
>
> > are there really people who think optical might be better than USB??
>
> Oh-ho-ho! -- yes, they can still be found.
> Hi-Fi buffs have not become extinct, and the (undead?) audio industry
> still lives off their lifeblood.
>
>
> > This is digital communication, no?  44K samples/sec, 2 channels, 20
> bits/sample,
> > needs 2Mb/sec max out of 480Mb/sec rated USB speed... how could that not
> be
> > enough?
>
> My interlocutor claims it's like the group was there, in his front
> room, playing "just for him".
> Now this guy is an intelligent chap, a developer of digital musical
> instruments and a sound engineer as well as being an accomplished
> musician. He sends me two MP3s (…yes, lossy MP3s!) to support his
> claim. I drop these into Audacity and inspect the waveform at very
> fine detail and I cannot for the life of me detect any difference.
> So I know, as sure as God made little Apples, that I'm not going to
> *hear* any difference.
> But I've got lo-fi ears. In fact I'm half-deaf. Most of what I hear I
> imagine. Mostly I get it right with people (I think…) But I don't know
> what subliminal cues I'm using to do so. It's the "clever Hans"
> effect.
>
> Maybe there are people who *can* tell the difference? But from my
> pondering the figures, like you have, plus eyeballing the waveforms,
> we're talking about magical superpowers here.
>
>
> > It was ever thus... when I last looked at this sort of thing, 20 years
> back,
> > the debate was whether big fat expensive cables would make a difference.
> > Bob Pease, a respected analog engineer, pointed out that it was
> impossible,
> > and James Randi had a bet that no one could discern $7000 cables from
> > ordinary speaker wire, but still the non-EEs have their superstitions...]
>
> That's around the time my son was spending all his pocket-money on big
> fat speaker cables and gold-plated jack-plugs.
> Now he's teaching a Theory of Knowledge course (…yes, Epistemology!)
> at a school in Hong Kong. He is greedy to get his hands on my little
> program, and dispel a few lingering superstitions masquerading as
> received wisdom about science.
>
> I want to package it up and send it to him, but I don't want to ask
> him to install J on his Mac because not only will he grouse like heck
> about fairy software but it will discourage him sharing the app with
> his colleages, who share his sentiments.
>
> I know how to package up a standalone Mac app in J602, but J602 and my
> packaged apps no longer work out-of-the-box on the Mac under Yosemite
> (it's to do with 32-bit Java). Has anyone built a standalone Mac app
> using JQt? If so I'd dearly love to see a monkey-see monkey-do page on
> Jwiki. I'll write one myself, but it'll be a year before I can get
> round to it.
>
>
> > 2.  Why 95%?  I would fear that someone who is thinking about optical
> cable
> > would rest uneasy with a 5-10% chance that they have not spent enough on
> > quality audio.  Why not simply report, "A monkey with a coin to toss
> would
> > do as well as you y% of the time.  Most researchers accept results as
> > significant only if the monkey would do as well less than 5% of the time.
> > Take more samples if you want less uncertainty."
>
> 95% is just for the sake of argument. 99% is there as an option. IMO
> more options are neither necessary nor advisable.
> The number of trials can be varied too. I'd like to offer 10 or 20
> trials. But 20 gets tedious, so I'm offering the option to give up
> when you're bored and score the number you've done.
> (This is an app for discretionary users -- we're not paying our
> subjects $10 a session.)
>
> Anything under 7 trials fails to reject H0 however many successes. But
> that's dependent on the value of CONFIDENCE and how it's to be
> applied. But only to make a difference of 1 or maybe 2 trials.
> I'm finding in practice that with such a low number of trials as 10,
> anything short of 100% correct is statistical hairsplitting when it
> comes to rejecting H0. With 20 trials there's more leeway: you're
> allowed to get 3 or 4 wrong before the app rubbishes you.
>
> As for your wording: it's theoretically sound, but a trifle insulting.
> Performing musicians have sizeable egos and wouldn't like to be rated
> along with performing monkeys. :-)
>
> Ian
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