All languages are fixed over a given Planck time. What is it for a language
to be artificial or not? Can it be objectively proved either way?

On Sun, 17 Jan 2021 at 18:43, Hauke Rehr <[email protected]> wrote:

> Natural languages are flexible. Recipients of messages are
> forgiving, trying to understand what you meant.
> The rules are dynamic and at times even local or personal.
>
> This is much different from many artificial languages,
> in particular from programming languages.
> They have one set of fixed rules* (even if they are rules
> for declaring rules); the interpreter/compiler can only
> be told to handle a list of common mistakes but cannot
> intelligently try to understand anything never seen before.
>
> Therefore I think learning should be at least somewhat different, too.
> (And I used to learn even foreign languages by first studying
> their grammar, then learning a thesaurus and then applying them,
> building hopefully correct sentences. When a Spanish teacher began
> talking to us in Spanish from the start, I was overchallenged.)
>
> * yes, they are evolving – but for any version, they’re fixed
>
> Am 17.01.21 um 16:27 schrieb Henry Rich:
> > It gives them a wrong mental model of rank, which they must unlearn
> > later.  This can have serious consequences,  particularly if they get
> > the idea that u"n is 'like u with the rank set to n' (if that were true,
> > u"1"_1 would be the same as u"_ 1, which it isn't).
> >
> > Ken thought you should learn J like you learn a natural language, by
> > seeing and saying, and creating your own rules internally.  I think he
> > was wrong when it comes to verb rank.  The idea is so new, and so
> > subtle, that users left to themselves get it wrong.  I had one very
> > bright student who, discovering that (,1) + 1 2 3 gave an error, found
> > that +/ would not give an error, and ever after applied / to every
> > verb.  He created his own rule, you see.
> >
> > Henry Rich
> >
> > On 1/17/2021 12:24 AM, Raul Miller wrote:
> >> Does it really cost them that much?
> >>
> >> Given that beginner problems generally do not involve multi-megabytes
> >> of data, I mean...
> >>
> >> Thanks,
> >>
> >
> >
>
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