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Maintaining Vitality of Learning Despite Growth and Maturity
 Henry Ford
On the home page of this site we set out to answer three
questions:
- Why certain types of material are ever allowed to enter the human mind (then requiring removal)
and how to prevent such instances in the first place.
- Why emotional blocks with respect to particular subject
matter occur and how to prevent them occurring.
- Why there is a marked falling off intellectual enthusiasm, venturesomeness and flexibility as
children move up the academic ladder, how these diminishments
occur, and how this vitality can be maintained.
The answers to these questions are not any great mystery. Some of the answers are obvious. Others tend to be
shunned and overlooked because they conflict with the conventional structure and function of society, especially
in the institution of education. These answers, nevertheless, are possible to implement and bring true promise for
learning.
Three Questions. Three Answers.
Firstly, We Should not have to Unlearn Anything.
Learning by its very nature demands change. We can not be sure that what we are putting in children's
minds is true, and even if it is true today, it may not be true tomorrow. Science for instance, is composed of theories
not facts, and these theories are constantly being changed, modified and improved as scientists try to push closer and
closer to truth. This true of all subjects, even grammar is just a set of conventions that are currently accepted
by a large cross section of society. Taste and what is considered correct behavior is also not immutable.
"Facts are generally over
esteemed. For most practical purposes, a thing is what men think it is. When
they judged the earth flat, it was flat. As long as men thought slavery
tolerable, tolerable it was. We live down here among shadows, shadows among
shadows." John Updike
The first
way we can help children not to have to unlearn material, is to make this information somewhat tentative.
A certain section of the
teaching community has always presented material to be learnt as if it was the
word of God, and thus, not to be questioned. This approach is incorrect and doing a great disservice to children; that of
requiring them to unlearn the material thus absorbed. The teachers who present subject material as if it is theory (which it is)
allow the material to be learned without needing to be unlearned at a later date. Newer theories are simply a better
fit in the child's map of reality. The previous theories far from needing to be unlearned, remain another way of
understanding which is less accurate, or at the very least a historical view which helps us understand how people
used to think. This style of presentation will itself eliminate most of the need for unlearning. The small amount
that it cannot account for, Ausubel himself has provided us with the answer.
Cramming, Drills, Rote or Nonmeaningful Learning.
Nonmeaningful learning, because it is not embedded into the personal map of
reality with thousands of links, has little connection with reality or any of
the things that we know or understand. It can easily be wrong, and though it has
little meaning, it can interfere with the learning of new meaningful material,
making it necessary for it to be unlearned. Advertising uses the drill method.
Advertising is putting some messages in our minds that we would prefer not to
have there, and which act on us unconsciously, and so cause us to act
involuntarily. While this probably fairly harmless, using the same method for
propaganda is clearly harmful for it changes our beliefs without our permission.
In their book
"Linguistics"
Postman and Weingartner are critical of schools that present facts, formulas and theories without
the context of some connection with reality, as follows:
"Most people recognize that the
schools have traditionally regarded the accumulation of facts, even in the absence of purposeful context, as a
wholly
worthwhile goal in itself. Accordingly, our educational methodology is largely designed to distribute facts as
efficiently as is humanly (or mechanically) possible, with the result that our classrooms quite often assume something
of the atmosphere of a rigged quiz show. The students are supplied with advance information, given a few days to
memorize it, and are then required to feed it back when they are properly cued. It is an odd anti-intellectualism
that says to a student: You do not need to know how knowledge is generated - what skill, attitudes, and methods are
needed to produce knowledge. You only need memorize what others have already discovered through their inquiries. If
you can learn to restate an arbitrarily determined portion of what they have said, you have done enough."
"Every teacher who conducts classes
in this way has had the experience of loudly articulated student dismay at the prospect of being questioned during the
second marking period about 'knowledge acquired' during the first marking period. Such an attempt is regarded as
grossly unjust, since all of the students (and most of the teachers) feel it is unreasonable to expect anyone to
recall anything 'learned' in this way beyond the last quiz..."
We may speculate that cramming, drills, rote or nonmeaningful learning may also interfere with new learning even when
it is currently correct. It may have to be unlearned before it can be relearned. John Holt in his book
*"How Children Fail" explains how meaningful and nonmeaningful learning work:
"A child who has really learned something can use it, and does use it. It is connected with reality
in his mind, and therefore he can make connections between it and reality when the chance comes. A piece of unreal
learning has no hooks on it; it can't be attached to anything, it is of no use to the learner."
The essential theme from Holt's work is that learned material must be meaningful
to the learner. The meaning of an idea, and therefore the understanding of that
idea, comes about because of the links and connections to the idea in the
learner's brain. These links not only give meaning, but they also provide
pathways through which information, ideas, concepts, conjectures, and theories
may be reached and thus recalled. Information not learned in this way remains
peripheral with often no more than one or two connections to the rest of the map
of reality. Studies in neuroscience provide considerable verification for the
idea that links are the essential element in memory structure. In her book
"The Creative Brain" Nancy C. Andreasen has this to say about short term and long
term memory:
"The preservation of
memories over the short term occurs because existing synapses are strengthened.
Long-term memory storage must be produced by the creation of new synapses and
even enlargement of the dendritic arbor."
From this we may deduce, that what rote or drill do in effect is attempt to
retain these bits of information by metaphorically widening the pathways of the
links or connections, (further strengthening existing synapses) between them and
some important key activator. They would do it by going down these pathways many
times. What seems to happen is that much of the information the mind is
exposed to in this way, never seems to enter what is called long term memory at
all. It seems rather that we keep it alive in short term memory by continually
revisiting it. Therefore teachers should avoid using drills and any form of
repeated or rote learning.
Cramming is essentially the same as rote learning. Although the
material used in cramming has intrinsic meaning, it is a process of forcing it into the mind in a way that renders
it nonmeaningful for that mind. Cramming is a way of regurgitating information without having really leant it.
Consequently, studying for exams by going over and over material, as in cramming, should be avoided if we are to
dispense with unlearning.
Secondly, We Should not have to Deal With Mental Blocks.
Any form or style of teaching that make subject matter so unpalatable is
obviously to be avoided at all costs. As to the subject matter itself, the
answer is clearly do not try to teach anything that the learner does not, for
whatever reason, want to learn. I suspect that parents rather than teachers have
much to answer for here. Parents are often unaware of the terrible pressures
that they put on their children when it comes to learning. When children try to learn
things that they have no interest in or are not adapted to, they can easily build up great resentment and unpleasant
associations. These can make any subject matter hated so much that eventually the mind will simply block learning it.
The simple answer then, is to allow learners to learn what they are interested in, while at the same time trying to
interest them in new things.
 
Schools must also take some of the blame for
creating in some students mental blocks in particular subjects. Schools with rules about what should be learned and when,
practically force teachers to teach material that some students will find
unpleasant and cause them to build up unpleasant associations. However, I
believe that with a
few unfortunate exceptions, teachers, are for the most part, admirable people who believe in passing
on the gift of knowledge to the youth of the world. If they were to come to
believe
that all they were doing was making a subject so unpleasant as to become
emotionally blocked, they would back off and try another approach such as
creating enthusiasm for the subject. Nevertheless,
if teachers could be relieved of having to teach particular subjects or ideas at particular times,
as say, in a set curriculum, mental blocks could
be partially avoided, as has been established time and time again. The answer is
learner directed learning.
  
Thirdly, there should not be Any Falling Off
intellectual
Enthusiasm, Venturesomeness and Flexibility. Part of the answer to this
third question is perhaps not as difficult to understand as the answer to the
other two questions. If we really ask ourselves why enthusiasm tails off, we
will find that we already know the answer. The answer is that parents and
teachers discourage such enthusiasm and venturesomeness. The reason they
do this is that such behavior irritates the hell out of parents, teachers and
most adults standing nearby, all of whom just want the kids to stop. The
constant questions, the running around and getting into everything, the taking
things apart, the making of noise, the going where they are not supposed to go,
is all too much. It violates their control. Some adults will even become
irrationally angry just because they see or hear a child having a good time. Is
it any wonder then, that children gradually loose this enthusiasm and willingness
to try new things. Adults are constantly telling them stop that, don't do that
or stop making a noise. What is remarkable, is that it takes as long as it does
to get rid of these qualities which are annoying for adults but enhancing for children. In her book
"The Creative Brain" Nancy C. Andreasen calls attention to this in connection
with allowing children to become more creative. She had this to say:
"... being active and
exploratory (getting into trouble) is how a child learns about the world. It is
the most natural thing for the child to do. A child explores because her brain is
directing her to pick up objects and manipulate them, to examine spatial
relationships created by the pots and pans inside the kitchen cabinets, or to
figure out how to stack and unstack canned goods, to discover the contents of
wastepaper baskets, or to examine the relative textures of toilet paper and
towels. And how fascinating it is to watch that roll of toilet paper unroll and
fill the bathroom! All of this can be fairly annoying to the parents who have to
do the mopping up operations. But console yourself. These behaviors don't last
very long, and they are helping the brain of little Clair or little Owen build
concepts such as space, weight, shape and even gravitation and other mechanical
forces. If you are concerned that the exploratory behavior might be dangerous,
simply childproof the house by moving anything that is potentially dangerous to
levels that your child is unable to reach. And accept the fact that the house
may be a bit of a mess for a few years."
Edward Deci in his book "Why
we Do What We Do" had this to say:
"For young children, learning is a
primary occupation; it is what they do naturally and with considerable intensity
when they are not preoccupied with satisfying their hunger or dealing with their
parents' demands. But one of the most troubling problems we face in this culture
is that as children grow older they suffer a profound loss. In schools for
example, they seem to display so little of the natural curiosity and excitement
about learning that was patently evident in those very same children when they
were three or four years old. What has happened? Why is it that so many of
today's students are unmotivated, when it could not be more clear that they were
born with a natural desire to learn? It was this disturbing issue that prompted
me to begin studying motivation in an attempt to understand the interplay of
authenticity and the social world. After all, what could be more authentic than
the curiosity and vitality of a normal three-year-old?

For Edward Deci the answer,
after 20 years of experiments and study, turned out to be the loss of autonomy
in learning, caused by adults trying to direct their learning. John Holt had
intuitively understood part of this in his book
"How Children Fail" many years earlier:
"But what happens, as we get older, to this extraordinary capacity for learning and intellectual
growth? What happens is that it is destroyed, and more than by any other thing, by the process that we misname
education - a process that goes on in most homes and schools. We adults destroy most of the intellectual and
creative capacity by the things we do to them or the things we make them do. We destroy the capacity above all by
making them afraid, afraid of not doing what other people want, of not pleasing, of making mistakes, of failing, of
being wrong. Thus we make them afraid to gamble, afraid to experiment, afraid to try the difficult and the unknown.
Even when we do not create children's fears, when they come to us with fears already made and built-in, we use those
fears as handles to manipulate them and get them to do what we want. Instead of trying to whittle down their fears
we build them up, often to monstrous size. For we like children who are a little afraid of us, docile, deferential
children, though not of course, if they are so obviously afraid that they threaten our image of ourselves as kind,
lovable people whom there is no reason to fear. We find ideal the kind of 'good' children who are just enough afraid
of us to do everything we want, without making us feel that fear of us is what is making them do it."
"We destroy the disinterested (I do not mean uninterested) love of learning in children, which is
so strong when they are small, by encouraging and compelling them to work for petty and contemptible rewards - gold
stars, or papers marked 100 and tacked to the wall, as on report cards, or honor roles, or dean's lists, or Phi Beta
Kappa keys - in short, for the ignoble satisfaction of feeling they are better than someone else. We encourage them
to feel the end and aim of all that they do in school is nothing more than to get a good mark on the test, or to
impress someone with what they seem to know. We kill not only curiosity but their feeling that it is a good thing to
be curious, so that by the age of ten most of them will not ask questions, and will show a good deal of scorn for the
few that do."
"In many ways we break down children's convictions that things make sense. We do it first of all,
by breaking up life into arbitrary and disconnected hunks of subject matter...
Still further, we cut children off from their own common sense and the world of reality by requiring them to play
with and shove around words and symbols that have little or no meaning to them. Thus we turn the vast majority of
our students into the kind of people for whom all symbols are meaningless; who cannot use symbols as a way of
learning about dealing with reality; who cannot understand written instructions; who, even if they read books, come
out knowing no more than when they went in...but who's mental models of the world remain unchanged and indeed, impervious to change."
This site holds, with Maria Montessori, that this situation is not inevitable and that it exists only because of the
way we treat children. She believed, that although young children sometimes acted like little barbarians, that this
was not their natural or preferred state. This site and Maria share the belief
that children do not want to be rude or upset adults, or for that matter other
children. They do so, because on the one hand, they lack awareness that their actions are going to upset adults or
other children, and on the other because they lack the social skill in performing actions that would not upset adults. Montessori
believed that as soon as they became aware that their actions could upset others, they became highly motivated to
learn how not to do this. She made a game of learning these important skills, and made the children aware of how
much this could be appreciated by others. She challenged children to sit still for long periods of time. She had
them become so quiet that they could hear their names called in the tiniest whisper. She challenged them to perform
very simple tasks without making any noise. She demonstrated how they could blow their noses quietly. She taught
them how to address various types of people correctly and politely. She basically allowed them to be curious,
to be
willing to try new things, to be in awe of and have enthusiasm for new things, and yet do it in such a way as it
could not possibly offend adults. Thus her children remained enthusiastic and venturesome in learning while they
remained with her. These ideas are as applicable today as when she come up with
them.
Mental flexibility in children
is lost for a different reason. Children must be flexible because their map of
reality is only partial and incomplete. They must be able to adapt, to change,
and to change their minds, because they expect to be wrong or only partially
right most of the time. However, as children get older and their map of reality
approaches structural completion, it provides such an ability to predict most
instances, that children can get the erroneous idea that it is
infallible. Thus they lose their flexibility, and with it some of their ability
to learn. The solution to this inflexibility, although not easily acquired, is
attainable. The answer is to expose children as
early as is possible to the idea of the impermanence of knowledge. Children (and
most adults) do not wish to hear this of course, but if
exposed to it consistently, they will find it although initially unsettling,
eventually exhilarating.
The fact that knowledge today is as likely to be
superseded and thus wrong, as was the
knowledge of yesterday, is born out by history. The importance of history (not the political history that most of us
learned at school) but rather the history of knowledge, cannot be underestimated. Every subject whether "Science",
"English", "Mathematics", "Geography" to name but a few, all have a history as certain changes were made in them over
time as to what was accepted as being correct. While learning the complete history of all these subjects might
take forever, a small smattering in each subject with continual reference to more,
can play an enormous role in
preparing and thus enabling children to remain flexible throughout their lives. Also, some subjects especially philosophy, are
particularly adept at throwing us into doubt. This doubt is the most liberating kind of learning and will also
help us to remain flexible.
You may be tempted to think that this only true of some subjects
like science and maths where people make new discoveries all the time. You may feel that other subjects
like history itself is full of facts that are unchanging, immutable. It is true that
history seems to change very little. But it is not immutable. History is part of
the propaganda of each country, and to that extent, it varies widely from country
to country. Then too, history is subject to change with changes in political
philosophy such as were evident in Russia with its history of Stalin. History is
also subject to fashion and new historians will grab on to accounts of events
that support their own thesis and are thus interesting to themselves. Their choices as to what to present as
history must always be somewhat arbitrary, being as they are taken from accounts which are often contradictory and
where people may be lying or exaggerating or indulging in self aggrandizement. Lastly history does change when new
writings or other discoveries come to light. For instance it was once believed that ancient Greece had a pure pristine
white aesthetic with its marble temples and statues. It is now believed that this white was once covered with gaudy
paint in blues and golds.

Richard Farson
The Wholeness and Interconnectedness of Learning
The Structure of Subject Matter.
The only way we can successfully avoid all the above pitfalls of why children's
ability to learn tails off is to let children learn what, when, and where, as
they desire. It may be however, that years of schooling and other fragmented
learning, often leave children without the ability to see how things are
connected. Much of school type learning is like this. The only way to overcome
this to try and learn about the same material in our spare time outside school,
and indeed this exactly what some students who become truly interested in
certain subjects do. For the rest of us, it is usually a matter of going through
the motions without really comprehending. As is usual in schools, knowledge is
broken up into subjects, but if it is not presented with concrete examples, it
is disconnected from the rest of reality. This fragmentation of knowledge makes
learning difficult and it makes remembering it even more difficult. John Holt in
his book
"What Do I Do Monday?", in a chapter on the wholeness of learning, takes us on a journey
of discovery about mathematics, a subject that can quickly become disconnected from reality.
Yet mathematics is essential for engineering, managing commerce and generally controlling
reality at a basic level. John Holt explains how he felt he was often just going through the
motions with mathematics and feeling something was missing. He says in part:
"One point of this that the real world out there is not divided up by dotted lines into a lot
of little areas marked Physics, Chemistry, History, Language, Mathematics, etc. In the real world, one thing leads
to another, each thing is connected to every other thing. The whole world can be explored starting from any place,
wherever a child happens to be at the moment. We don't have to be afraid that a child's natural curiosity will make
him a narrow specialist. Quite the opposite; it will lead him more and more out into the great oneness of the world
and human experience."
"Perhaps I can make more clear what I mean by wholeness of learning or experience by talking about
my own discovery of mathematics. At school I was always a fairly good math student. It bored me, but it didn't scare
me. With any work at all, I could get my B. But after many years I knew that although I could do most of the problems
and proofs and remember the theorems and formulas, I really didn't have any idea what it was all about. That is, I
didn't see how it related to anything - where it had come from, what it was for, and what one might ever do with
it."
Holt then goes on to explain how he found in his adult life a series
of books, by two people called Leiber, that he hoped would further his knowledge and somehow make sense of it relating it back to reality. As he
made his way through this series of books he became more and more uneasy. He found he could understand it up to a point,
but was still missing how to place it in the reality of his everyday life. Finally he realized that this was what was
missing, how it was to be placed in his own map of reality. Reading a book on
Galois he began to ask himself the following sorts of questions.
"What had led Galois to invent his theory? What had made it seem worth inventing? Had he been working
on a problem that he and others had not been able to solve. What was the problem, what had he and others been doing
to try to solve it, what had started him in this direction. As it was presented to me, the Theory of Groups seemed
disconnected from everything, or at least everything I could imagine. And once Galois had started to work on it, had he
made any false starts, gone down any dead ends? Or did he go strait along like the Leibers? And then, when he got the
theory worked out, came to where I was at the end of the book, what did he do with it, how did he use it, where did
he go next? Did it help him with the problem he had been trying to solve, and how?
In short, I felt like saying to my patient and hard working guides
the Leibers, 'Thanks for your help, but you haven't told me anything important, you've left out the best part.'
Some years later, a former pupil and good friend of mine, then at
college, was meeting with calculus for the first time. Like many people, he was having trouble. He had the feeling I
had years before of being able to go through the motions, writing formulas and doing problems, but without any idea of
what they were all about, seeing them only as a kind of mumbo-jumbo, meaningless recipes for getting meaningless answers
to meaningless questions. He asked me one day if I would try to make sense of it for him. I said
I would.
I began by trying to give him a rough idea of the problem,
philosophical as much as mathematical, that had started man on his search for the calculus. (What little I knew about
all this I had picked up after I had left school.) So I talked about the Greeks trying to think about instantaneous
motion, described some of the Paradoxes of Zeno - the arrow, Achilles and the tortoise, etc. At any instant the arrow
is not moving, since motion is distance covered in time; but then, since time is made up of a sum of instants, how can
motion be possible? It is easy to say, if a car traveled five miles in ten minutes, its average speed in that time was
thirty miles per hour. But what does it mean to ask how fast is it going at any instant, and how can we find out?
My friend saw the sharpness of the dilemma. I then showed how
Cartesian or coordinate geometry made it easier to think about the problem, and prepared the way for men to solve it,
by giving us a way to make a picture or map of something moving at various rates in space and time. We simply plot a
graph of distance traveled against time. It could then be seen that the average speed between two points could be seen
as the slope of the line joining them on the graph. From there we could see that the question: How fast is this object
going at a particular instant?, could be asked as: What is the slope of the curve, or the tangent of the curve, at
the particular point? We had then to find out what happened to that slope as the interval of time became smaller and
smaller, and indeed what it meant to have something approach zero as a limit. My friend and I did some arithmetic,
some algebra, derived the general formula for the differential at a point - all stuff he had had in the course. But
now he said, 'So that's it. Why didn't anybody tell me that? It's so simple when you see what it's about.
Exactly. What I had done, clumsily enough, was not to try to hand
him a lump of knowledge, which people had already handed to him and which he could not take hold of, but to take him
on a kind of human journey with people who had first thought about and discovered these things."
What can we notice about what John Holt did? Firstly,
it is showing the tentativeness of the search for calculus: The thinking, the
problems, that led it to be invented. To do this he had to delve deeply into the
history of mathematics and calculus, to show the step by step progress in the
development of theories that eventually led to the invention of calculus. He had
reiterated it, adding real meaning by
supplying mental hooks whereby it could be linked to many other subjects. He had
shown how it was linked to tangible problems in
the real world and had given examples of what some of these problems might be. He had in fact, given calculus a place in
his friend's map of reality, and in so doing had given it a place in his own map
of reality. Thus it became part of the wholeness and interconnectedness of their learning or experience. He had also avoided many of the pitfalls that
adults fall into, which enable
young children to be better at learning than adults. Also, in so doing, the
questions that he had asked about the theory of groups were answered about
calculus. He had made it interesting; interesting
because it connected with reality, interesting because it was useful, and interesting because it was an adventure
involving real people. Finally, and perhaps most importantly, he showed how and why it was done. He pulled the veil
away to reveal how and why knowledge comes into existence, and thus, how other knowledge might come into existence.
Now you may be tempted to say,
"But what was wrong with Holt's
original lump of knowledge? Why is all this extra learning necessary? Surely it's just more work." The answer is this;
every formula, every equation has a history and a reason for its existence. Each one is a simplification of something
difficult, and we cannot understand the simplification, till we first understand
the difficulty such constructions solve or make easier. Besides, Holt only had to explain so much because he had to find a place, where his friend, and probably he
himself could connect with reality and begin to understand the process of
calculus. You may then ask, "Do you mean we should have another
separate subject to learn called the history of mathematics?" The answer is, "no no no."
Anyone interested in the history and evolution of subject matter is advised to
follow the biographies of that subject's greatest and most important
contributors. To get some idea of what this might mean a good stating point is
to read
"Genius Explained" by Michael J. A. Howe. The history of any subject is about arriving at the clarity for that
subject. It is about its context of time, place and social morays, about its connection with reality, and how such
history needs to be a part of any explanation or exploration of those formulas or equations.
For without it, the formulas and equations reduce to mere mumbo-jumbo or magic, for producing
right, but meaningless answers to meaningless questions.
Loss of Creativity in Adults.
Creativity is also much weaker in adults than it is in children. In his book
"The Power of Creative Intelligence" Tony Buzan offers up an experiment that shows
a clear loss of creativity as children get older. He says:
"A disturbing experiment, recently carried out in Utah, America,
investigated the amount of Creative potential used by people at different ages.
To research the 'Development' of Creativity throughout life, kindergarten
children, junior school children, high school and university student and adults
were surveyed to determine the amount of Creative potential used in tests. The
results were traumatic!"
Age Group
Kindergarten Children
Junior School Children
High School/University Students
Mature Adults |
Percentage of Creativity Used
95-98%
50-70%
30-50%
Less than 20% |
As to why creativity become much weaker as children turn into adults, the
answer follows the same pattern as has been explained above. In his book Tony Buzan also supplies two very familiar seeming scenarios that quite
adequately explain this gradual loss of creativity as follows:
Art.
"Try to remember back to when you were four years old in your
first school . It is a lovely autumn day, and your teacher comes into the
classroom and announces enthusiastically that today you are going to do your
first lesson in art. You are very excited, because your mind is full of
wonderful images, and you can't wait to express them on paper, which you have in
abundance, as well as lots of wonderful rainbow-colored pencils and crayons with
witch to create your first masterpiece! The teacher says, again
enthusiastically: 'All right children, are we all ready? I want you to draw an aeroplane.' In your mind's eye you can see the aeroplane clearly, but the
technique for getting it out of your brain and onto the paper proves to be a
little more difficult. So at this stage, what do you, as a four-year-old,
surrounded by your four-year-old friends each with their paper and colored
pencils, naturally do? You will of course look around to see what the other
children are doing. What will your teacher say to you when he or she observes
you looking around? 'Stop looking at other children's work! That's cheating.'
Frustrated you struggle vainly and disconsolately on, until the time is
up. When you have 'finished' your work, you are then allowed to look around. And
what do you see? Better aeroplanes! In fact, ironically, most children see
better aeroplanes because they look at the worst parts of their own drawings,
and the best parts of others' drawings. At this stage your classmates might come
around and help you in your realization that yours is not a masterpiece of which
you dreamed, and your Least Best Friend may say something like: 'That's not very
good! It hasn't got any wings!' The pain and humiliation begin to gather
momentum, and budding shoot of your creativity already starts to wither.
Next comes more pain. For on the wall of your classroom, for the next
two weeks, either is not your little aeroplane, and you are condemned by its
absence, or (even more horrifying) is your little aeroplane, and you have to
look at the blasted thing for two weeks. Its very presence reminds you every day
of your incompetence, failure and non-realization of your fantastic dream.
Sometime afterwards, your teacher comes into your class and announces:
'Children, we are going to do art again today. And what does your brain say?
'Noooooooooooooooooooooooooooooooohhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhh way!'
Your brain will decide to flick pieces of paper or paperclips at the
children who did good drawings, to pass messages to your friends, or watch the
wonderful, artistic and creative world outside the window and daydream. Your
brain will not want to do art. Why? Because it has already proved to itself that
it cannot."
Learning to draw is of course a mechanical skill, and if our hands and eyes
work, we can all learn to do it quite proficiently. It is also not synonymous
with creativity. However in our culture it is normal to think that you are not
creative if you cannot draw well. What has happened in the above scenario is the
development of a mental block against learning drawing. Unfortunately this block
also leads you to believe that you are not creative and leads you away from
practicing or performing any kind of creative activities. Tony Buzan also
provides another scenario for the development of this kind of creative stifling.
Music.
"Once again, imagine a time when you were a toddler. It is a glorious
Spring day, and you are playing with your friends in a blossom-filled park
dotted with sandpits, swings, climbing-frames and the like, and with people out
walking their dogs, meeting friends and basking in the
beauty of Spring. The
sheer beauty and exhilaration of the environment fills you with joy, and you and
your friends rush about, experimenting with that fantastic musical instrument
you are just beginning to discover: your voice. Each of you hits notes higher
than any opera singer, finding how many ways you can produce each note, how long
you can hold it, how loud you can make it and how much you can vary it.
In the middle of this super-operatic symphony of sound, in which the
dogs have enthusiastically joined, your mum and dad, and your friends' moms and
dads, descend upon you and tell you not to shout, not to yell, not to scream and
not to disturb other people. You learn that experimenting with your voice and
exploring its extremes is bad and anti-social. A little while later you are in
your class and are so involved in your work that you spontaneously begin to hum
and sing. You are immediately told to stop it, and be silent while you work. You
realize that music is to be disconnected from art, learning and productivity.
A few years later, with a growing fear about using your voice other
than in the most controlled manner, you are tested in your music class. Standing
in front of your class, you are subjected to a public examination. With your
neck and throat muscles tensed, and your mouth dry from fear, you are asked to
repeat a note played on the piano. You rasp an approximation. It is 'noted' that
your pitch is not good, and that your voice is not up to the standard of a
school choir. As a result, whenever an important person visits the school, and
the entire assembly has to sing the welcoming songs or hymns, you are told not
to make a sound, but just mouth the words!
Having had your musicality further restricted and crushed, you one day
find yourself in the sanctuary of the bathroom, and while taking a shower you
let loose your favorite tune or song. From downstairs comes the 'unkindest cut'
of all: the yell: 'Will you please stop making that horrible noise!' You learn
that even those you love are offended by your music."
Anyone can help people to
be able to learn later in life by not damaging them as children.
The answers to our questions are there for anyone who wishes to use them. Why do
children learn better than adults? Why do people have to unlearn material? Why
do people become blocked against learning certain material. Why is there a
marked falling off intellectual enthusiasm, venturesomeness and flexibility
as children get older? The fact is children do not learn better than adults.
Adults have many advantages. Children simply have the advantage of not yet being
damaged by parents, conventional schooling and general cultural socialization.
Adults may have to unlearn material before they can learn new material. They
have to do this because it has been etched into their minds as if it were the
word of god. If children were not forced to learn as if everything they
were learning were gospel; if it was not hammered into their minds by repetition;
then
they would not have to unlearn it as adults. Thus they could learn better and
faster as adults.
Adults may find it
impossible learn certain material because they have built
up painful associations with such when they were children. If children were not
forced to learn things they did not want to learn, they would find it easy to
learn later in life when they do want or need to learn.
"What are the conditions of the creative attitude, of seeing and
responding, of being aware and being sensitive to what one is aware of? First of
all, it requires the capacity to be puzzled. But once they are through the
process of education, most people lose the capacity of wondering of being
surprised. They feel they ought to know everything, and hence it is a sign of
ignorance to be surprised or puzzled about anything." Eric Fromm
Creativity, curiosity,
enthusiasm, intellectual bravery and flexibility all tend to become stifled in
most adults, all of which makes learning slow and difficult for them. If, as
children, these people had not been prevented from indulging in these activities
and punished for indulging in them, as adults their learning abilities would far
outshine children, for they would still be creative, curious, enthusiastic and
intellectually brave. Knowledge, data, ideas, the stuff that we learn, has to
connect with what we know already. Learning is like sealing the two sides of
Velcro. Knowledge when acquired correctly has thousands of little hooks on it,
and our brains or minds have to catch those hooks in thousands of little loops.
We need to know how knowledge came into existence in order to truly know it. We
need to know where it came from, why was it needed, what it was for and what it
might be used for. Indeed we need to have some practice in using it. If we could
learn like this when we were children, as adults further learning would follow
naturally and easily as we would really understand and remain intellectually
flexible.
"From the moment of birth,
when the stone-age baby confronts the twentieth-century mother, the baby is
subjected to these forces of violence, called love, as its mother and father
have been, and their parents and their parents before them. These forces are
mainly concerned with destroying most of its potentialities. This enterprise is
on the whole successful." R. D. Laing
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Adults
can learn, they usually just don't. This cartoon makes me
laugh, but it is really a very serious question about the way children view
learning and adults. Learning is done in schools and adults do not go to
schools, and yes, most adults do stop academic learning. The reason that adults often
stop academic learning, is that their experiences with learning at school were so painful,
that whatever pleasure they might have originally gained from learning, has
become crushed under a school history of disinterest, boredom, fear, humiliation, manipulation and punishment.
Learning
is a pleasure but. Yes. Learning is rewarded by an intrinsic mechanism in
our brains and bodies. But this is true only when one is not controlled or
manipulated into doing it. If we learn because we are interested then yes, it is
a joy to learn.
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Information and knowledge. This site is all about the importance of
learning. That said however, it must be understood that the learning talked
about here is not just about the taking in of information. In fact, knowledge as
presented here is not just information at all. Knowledge is information that
connects with our internal model of reality. It is that which is meaningful
because of its inner connectivity and how it connects in many places when it is
added to our inner model. More importantly, it is that which corrects and
replaces our inner models, enabling those models to grow and become truer
models, better templates, and more efficient maps of the universe about us.
Information addiction. But there is a problem. Our brains are not just
producers of intrinsic enjoyment that comes from actively learning. Our brains
produce a pleasurable experience whenever we are exposed to information of any
sort. This pleasure derived even from fragmented information is like that
provided by an addiction. It requires no effort but the thrill from it lessens
with time requiring ever greater amounts of information to produce the same
high. But we needn't worry that we might become strung out, unable to get our
fix of information. The fact is, the media in modern society constantly bombards
us with useless and unconnected and not comprehended information, all the time.
The more we just sit there passively, just soaking up this information and the
pleasure it provides, the more we want to. This desire for unchallenging, un-useful information fits well with the passive nature we derive from our
experience at school. It must somehow be overcome. But the easiest way to
overcome it, is to never become addicted. If we can feel the pleasure, that
comes with challenge, understanding and meaningful learning, when we are
children, this addiction will never appear.
Lifelong Learners. If it was possible to somehow avoid losing
intellectual enthusiasm, venturesomeness and flexibility; If it was possible to
avoid having to unlearn data; If it was possible to avoid building up mental
blocks; if it was possible to
come to prefer the pleasure of active engagement in learning and avoid the
sedentary pleasure of amassing useless bits of information; then we would all
have a chance to become lifelong learners. We could all become people who remain
interested,
and continually become interested in more and new forms of learning throughout
our lives.
"I hope that each and every one of you remembers Galileo. Not necessarily
his lectures, but his lessons and life. For as grand as all of Galileo's
discoveries and contributions were, I think his example - what motivated him to
live his life the way he did - was really quite simple. He was committed to
lifelong learning." Daniel S. Golddin former director of NASA
"Anyone who stops learning
is old, whether at twenty or eighty. Anyone who keeps learning stays young. The
greatest thing in life is to keep your mind young." Henry Ford
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