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I know that Vygotsky categorises "family groups" as a type of
complex, but I think that when someone sees, for example, knife,
fork, plate and spoon as forming a set, (a.k.a. a "table setting")
this is, in my view, a qualitatively different thing from seeing as
a set a plate, a bicycle wheel and a rainbow as a group (a.k.a.,
"round things"). The former understand things as belonging to some
larger functional group; the latter abstracts one contingent
attribute from things and groups them together on that basis.
The New Yorker cover has pairwise family groups, things which "go
together like a horse and carriage."
Andy
Steve Gabosch wrote:
Andy, I agree - the pairs represented on the magazine cover don't
seem to be binary. That is, none of the pairs seems to represent
only two possible categories. (A side remark on binary
classification - your comments reminded me of the old Porphyrian
tree, which takes a category and then divides it into two classes,
and then divides one or both of those classes into two, and keeps
repeating. An example of such a tree: all reality is made of
either thought or extended bodies; all bodies are either animate or
inanimate; all animate bodies are either plants or animals; all
animals are either vertebrates or invertebrates; all vertebrates
are either mammals or non-mammals, etc. etc.)
I am not exactly sure what a complementary mutually constituting
set is. Would a bow and a violin, and a match and a firecracker,
qualify? How about fire and ice? Two identical objects? An egg
and a slice of bacon? That pesky magnet and compass?
Your point about Vygotsky's "family groups" - that is, complexes -
is apt. That method of classification allows us to associate just
about any two things that share at least one property (eaten for
breakfast, use magnetism, either hot or cold, etc.)
I didn't know it was an inherent property of all artifacts that
another artifact exists that fits it. It is certainly often true.
If you include the human body as a type of artifact, I think I
would agree with this idea as being universal, since all human-
produced artifacts are extensions in some way of humans
themselves. Hence, all artifacts must "fit" either to another
artifact or directly to a human body. If you don't include the
human body, and are only referring to fitting to other artifacts or
objects, I am curious how this intriguing claim could be
demonstrated as always being true. (For example, if you subtract
the human, what does a magic wand fit?) I am also curious who
makes this claim ...
- Steve
On Jun 26, 2010, at 9:23 PM, Andy Blunden wrote:
I didn't mean male-female just in the graphic sense in which the
idea is used in engineering, Steve, but in the slightly more
general sense. It is similar to the binary classification of the
world found in French sociology and anthropology, e.g. Bourdieu
(good/bad, weak.string, cognition/feeling, etc.), but the examples
shown on the New Yorker cover seem to me to be pairwise
complementary mutually constituting sets, rather than binary
divisions of the world.
From there I think in 2 directions: 1. to the "family groups"
which is the first way (acc to LSV) that small children begin to
make sets of things before they have their heads bent into
abstracting attributes to make sets, and 2. that it is an inherent
property of all artefacts that their meaning is contained, not
just in their use in some form of practice, but in the existence
of another artefact that fits it. E.g., the meaning of a key is
that somewhere sometime there is a lock which it fits.
Nice pic.
Andy
Steve Gabosch wrote:
Since I got sidetracked by a New Yorker cover art jig saw puzzle
on that site, and then had to do some rummaging around to get to
the right place, I thought I'd give the specific url for the
cover art that Andy and Mike are talking about. (Not that the
jig saw puzzle wasn't kind of fun. I never did one on a computer
before.)
http://archives.newyorker.com/?i=2010-06-28
On the "male-female" concept, I get that many of the paired
objects on the cover involve insertion and reception (e.g., lock
and key, nut and bolt, electrical socket and plug, vase and
flower, corked wine bottle and corkscrew, dust pan and brush).
But this concept doesn't apply to all of the pairs, and other
concepts might also apply to these pairs. Some objects are
identical (green dots). Others are nearly so, except for
handedness (gloves, shoes). Some can be logically paired for
culinary reasons, at least by New York standards (egg and bacon,
salt and pepper, bread and butter, oil and vinegar).
The pairing of the magnet and compass has me most perplexed.
Those two objects are usually kept apart for practical reasons,
aren't they? I'm pretty sure that particular pairing falls
outside of a gender-based taxonomy, but I'm not sure whether it
qualifies as paradigmatic, syntagmatic - or just plain contrary
and contradictory! :-))
Thinking of Shirley's comments, fun exercises like this,
looking for the insights that Mike and Andy offer into this cover
art (and re-looking up what those linguistic terms that Mike used
mean) strike me as ways of playing with higher cognitive
concepts, which leads us toward more capably applying them.
Looking at levels of grammar, meaning, taxonomy can be fun.
But, to point to Shirley's main line of interesting questions, I
don't know how higher cognitive concepts like these could be
taught only "orally," or if trying to restrict lessons about them
to somehow being strictly oral is even desirable. On the other
hand, oral skills in this regard should not be neglected - we
need to not just be able to think at a desk, but also on our feet.
I am just now reading a chapter in History of the Development of
the Higher Mental Functions where LSV stresses the importance of
writing, drawing and playing in cognitive development, as well as
of course mastering oral speech, from at least the age of four or
so. Being able to move back and forth between these
"languages," (speaking, writing, drawing, playing), as Vygotsky
called them, seems to be essential in developing the higher
mental functions. Learning grammar concepts, I would think,
requires both oral and written speech, and even some drawing
skills. I know I need to use all three of these "languages" to
learn new grammatical concepts. It would be much harder to learn
such things only orally, wouldn't it? At the same time, learning
about grammar through writing and drawing strengthens my oral
abilities. And, in any case, it sure helps when that stuff can
be done playfully!
So, back to fun. Just how **did** that magnet and compass hook
up, anyway? Sigh. Maybe I'm just being too taxonomically
Western-collegiate. Perhaps one of Luria's old Uzbek colleagues
would have just the right taxonomical explanation for why those
two artifacts wound up holding hands ...
- Steve
On Jun 26, 2010, at 4:21 PM, Shirley Franklin wrote:
I'm also interested in this too.
I had a conversation with a friend who trains up teachers in
schools and works with pupils, mainly who have English as a
second language. She was telling me that she uses a Hallidayan
genre model to help develop the children's speaking, and to make
them express themselves in higher levels of thinking.
I am troubled by this. i am interested in Hallidayan genre
teaching , as i think you can use a genre pedagogy to help
pupils to develop their written language, and in the process
develop their thinking. I am fascinated by how focusing on the
different levels of the text you can induct kids into thinking
in ways appropriate to the context and discipline, especially by
working at the levels of the word - concepts and grammar-
sentence and text.
But I am not sure that you can do this orally. Can you tell
pupils how to frame their oral expression, to make them express
themselves in a "higher cognitive way"? It seems bizarre -
because I think we use language as a tool for thought. Can
teaching more sophisticated oral linguistic structures impact on
thinking.
I hope this makes sense.
Its' been bothering me all day!
Best to all
Shirley
On 26 Jun 2010, at 17:02, ulvi icil wrote:
I am interested on the effect of schooling on concept
formation, the
relationswhip between everyday and scientific concetps as a
candidate
research topic for my master thesis that I will start to work
October 2010
onwards !
Ulvi
2010/6/26, mike cole <lchcmike@gmail.com>:
That article connects to several ongoing threads, Andy. But
lets see if
others are interested before I directly comment.
Instead, I think that the cover of the current issue of the
New Yorker
magazine provides interesting food for thought one concepts
and their
representations. It is accessible from www.newyorker.com. Try
to click on
the cover and than use control+ (on a pc) to get a larger and
larger
imaged.
The different layers of meaning appear to move between the
syntagmatic and
paradigmatic dimensions of meaning making. Besides,
its clever.
mike
On Sat, Jun 26, 2010 at 6:38 AM, Andy Blunden
<ablunden@mira.net> wrote:
I just had a read of Mike's 1982 paper with Roy D'Andrade on
the
influence
of schooling on concept formation:
http://lchc.ucsd.edu/Histarch/ap82v4n2.PDF
Great paper!
It occurred to me that Luria is in agreement with many others
that a
hierarchical system of categories, a taxonomy, is the
archetype of the
"abstract" concept. Luria's conception of how this relates to
prior forms
of
concept (affective and concrete) is the main point of
interest in the
article, but I would like to question whether this
taxonomical idea is
valid
as the archetype of the "true" concept. The article claims that
taxonomical
practices ("true" or not) are archetypal school practices,
and this is an
interesting and different question.
An interesting counterpoint to this is Hegel's classification
of 3
different components which he thinks must *all* be present in
the
formation
of a true concept:
The subject is (a) ascribed certain qualities; (b) seen as
having having
a
certain place in a system of social practice; and (c) taken
under its
genus,
as belonging to a certain living whole.
Further, I think (c) does not actually amount to the kind of
Linnaean
hierarchical family tree, but could also be interpreted like
genre and
archetype without the implied underlying totality. Also,
there is all too
much room for subsuming (c) under (a) as almost all of
present-day
philosophy and natural science are wont to do.
Mike, you have done a lot of work on the role of this
"taxonomical
activity" in and out of school. Davydov on the other hand,
emphasises (b)
as
opposed to (a). It would be interesting to investigate
concept-formation
on
this wider frame.
Andy
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>
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