> I can tell you categorically that when Ken wrote the dictionary
> (or anything else), making himself look smart was not one
> of the considerations.

Let me jump in here to say I exclude Ken unconditionally from any of
my strictures about math teachers.

Just the opposite: I count him (and his JSoftware associates) among
the good guys.

I knew I was being controversial. There's a lot of water gone under
this bridge for me. Once, as course leader for a BA in IT, I expelled
the mathematicians for teaching an opaque subsidiary course (to make
themselves look smart, as I was sure) and failing all our best
students, bringing them back for re-sits in the summer vacation. So a
traditional math module, hitherto deemed an essential prerequisite,
was replace by what was, in effect, how to use the formula part of the
Excel interface. Subsequently I put it around that I (a math PhD) was
henceforth an "ex-mathematician"! ;-)

But all this happened in 1987 and the world has moved on. In
particular J has come along, to replace a mystified 17-cent notation
with one that any student can experiment with and master at home for
free. I'm sorry I dusted off my antiquated prejudices against math
teachers. But I do rather reach for my Browning when I get a sniff of
the old methods.

Some of the introductory texts in J are excellent. All the problems
encountered by J novices would disappear if only they'd take 2 weeks
out to study them cover to cover. But I claim it is possible to write
on-line help material which doesn't demand this investment -- at least
not up-front.

Ian



On Mon, Feb 8, 2010 at 7:31 PM, Roger Hui <[email protected]> wrote:
> I can tell you categorically that when Ken wrote the dictionary
> (or anything else), making himself look smart was not one
> of the considerations.
>
> The question of "what is this for?" has been answered abundantly,
> but not in the dictionary, a reference document.  The answers
> are provided in the "Introduction" part of the "J Introduction
> and Dictionary" and the various application papers, such as
> http://www.jsoftware.com/jwiki/Essays
>
>
>
> ----- Original Message -----
> From: Ian Clark <[email protected]>
> Date: Monday, February 8, 2010 10:59
> Subject: Re: [Jprogramming] The Accessible Dictionary
> To: Programming forum <[email protected]>
>
>> Harvey, you've given me an idea for another "statutory'' link on each
>> page: "[Motivation]".
>>
>> When I learned mathematics it was the Fermat/Gauss tradition: cover
>> your tracks and let the student work hard to follow you. Wow-
>> 'em. Make
>> yourself look smart. Play to the good students and devil take the
>> rest.
>> (Imperial College really did fire 30% of students the first
>> year, and
>> 30% the second. But hey! -- it was the baby boom).
>>
>> But when I came to teach students myself, they wanted to know:
>> "why do
>> I have to learn all this?" ... and I was supposed to tell them.
>>
>> But I sympathise with the latter view. Students need motivation. The
>> motivation of finding out things nobody else can attain to doesn't
>> recruit enough students to fill the course.
>> But Mathematics is not difficult. There's just this tradition of
>> making it look so.
>> Ditto (...peace, folx...) J.
>>
>> Ian
>>
>>
>> On Mon, Feb 8, 2010 at 6:41 PM, PackRat <[email protected]> wrote:
>> > Ian Clark wrote:
>> >> Can we hear from some real novices? That is, ones who are
>> capable of
>> >> introspecting while they problem-solve?
>> >
>> > and Raul Miller wrote:
>> >> should some pages have introductory/advanced structures where we
>> >> first introduce the reader to some essential cases and then
>> come back
>> >> and treat the operation with more rigor?
>> >
>> > I'm going to go out on a limb and suggest that many, if not most,
>> > proficient people here have come to J from APL.  Frankly, that gives
>> > you a HUGE conceptual advantage over newbies like me who lack
>> an APL
>> > background.
>> >
>> > In my opinion, as a newbie, there are two concepts that have
>> to be
>> > introduced at the very beginning and repeated over and over at every
>> > opportunity for those who are brand new to J: (1) the concept of
>> > working with data as an "all-at-once" array rather than as discrete
>> > items, and (2) the concept of rank.  Of course, these concepts cross
>> > all levels of understanding, and that's part of the advantage
>> and need
>> > of repeating them in different usage environments and in different
>> > examples.  I'm getting better with the first concept in my
>> elementary J
>> > programming efforts, but the second is still challenging.
>>  (The first
>> > is quite challenging to those who have done programming before
>> and are
>> > used to thinking in terms of dealing with array data via loops.)
>> >
>> > Another thing that I think should be addressed with each
>> primitive is
>> > WHY you would ever want to use that primitive--what's it good for?
>> > What's it good in combination with, and why?  As a newbie, this
>> > question of WHY was always one of the foremost questions in my
>> mind.  I
>> > would look at Dictionary examples and think, "Well, THAT'S
>> stupid! Why
>> > would anyone ever want to do that? What practical use is
>> that?"  (My
>> > feeling was also partly engendered because many Dictionary examples
>> > don't indicate what the point of the example is.  It might be
>> obvious> to a J aficionado but not necessarily to a beginner.
>>  Although a
>> > meditative trance over an example may be how some learn, it's
>> not my
>> > learning style.  Show me "real life", practical examples.)
>>  When I know
>> > WHY a primitive is used (for what purpose or purposes), then I
>> can use
>> > it as a building block to put together with other building
>> blocks to
>> > come up with a solution to a problem.
>> >
>> > Also, in learning in general, some beginning material just has
>> to be
>> > learned by rote until greater understanding is achieved.  An
>> example is
>> > the addition table: just accept (and use) the fact that 2 + 2
>> = 4;
>> > you'll see why later on.  Or, "t-h-e" is the word "the": just accept
>> > (and use) that fact of the English language.  "Sight words" don't
>> > follow phonetic rules and just have to be learned by rote.
>>  Thus, as I
>> > see it, there are some basic J verbal constructions to get
>> things done
>> > (such as reading/writing an array from/to a file) that are
>> just going
>> > to have to be accepted on faith by newbies and learned by
>> rote, so that
>> > they can use newly learned primitives with data that's
>> meaningful to
>> > them.  My point with file access is that "real" data that
>> newbies may
>> > have worked with all their lives exists in files, not in artificial,
>> > hand-typed data as arguments in an example or a demo.  Some of the
>> > examples in the new project should include "real life" ways of
>> working> with data at simple levels of understanding (without
>> *initially*> worrying about the format--rows, columns, etc.--of
>> the data, although
>> > format obviously plays a later role in accessing items of data).
>> >
>> > I frankly admit that my concerns here are not so much with the
>> curious> Rosetta Code person but with people who see the value
>> of J and want to
>> > devote serious effort to learning it.  This is the kind of
>> thing I
>> > tried to emphasize in my own materials for professional colleagues
>> > before I retired, and I applaud any efforts here to assist with
>> > learning J.  In a sense, if you really want to experience the
>> challenge> of developing materials for beginners, think of it in
>> terms of helping
>> > middle grade and upper grade children (grades 4-8) to learn J
>> and who
>> > may not be particularly interested in math (in other words, perhaps
>> > more interested in the humanities than in the sciences).
>>  After all,
>> > thinking and problem solving are what J is all about, and that
>> need not
>> > be restricted to the field of mathematics.
>> >
>> > FWIW.
>> >
>> > Harvey
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