How do geniuses come up
with ideas? What is common to the thinking style that produced "Mona
Lisa," as well as the one that spawned the theory of relativity?
What characterizes the thinking strategies of the Einsteins, Edisons,
daVincis, Darwins, Picassos, Michelangelos, Galileos, Freuds, and
Mozarts of history? What can we learn from them?
For years, scholars and
researchers have tried to study genius by giving its vital
statistics, as if piles of data somehow illuminated genius. In his
1904 study of genius, Havelock Ellis noted that most geniuses are
fathered by men older than 30; had mothers younger than 25 and were
usually sickly as children. Other scholars reported that many were
celibate (Descartes), others were fatherless (Dickens) or motherless
(Darwin). In the end, the piles of data illuminated nothing.
Academics also tried to
measure the links between intelligence and genius. But intelligence
is not enough. Marilyn vos Savant, whose IQ of 228 is the highest
ever recorded, has not exactly contributed much to science or art.
She is, instead, a question-and-answer columnist for Parade magazine.
Run-of-the-mill physicists have IQs much higher than Nobel Prize
winner Richard Feynman, who many acknowledge to be the last great
American genius (his IQ was a merely respectable 122).
Genius is not about
scoring 1600 on the SATs, mastering fourteen languages at the age of
seven, finishing Mensa exercises in record time, having an
extraordinarily high I.Q., or even about being smart. After
considerable debate initiated by J. P. Guilford, a leading
psychologist who called for a scientific focus on creativity in the
sixties, psychologists reached the conclusion that creativity is not
the same as intelligence. An individual can be far more creative than
he or she is intelligent, or far more intelligent than creative.
Most people of average
intelligence, given data or some problem, can figure out the expected
conventional response. For example, when asked, "What is
one-half of 13?" most of us immediately answer six and one-half.
You probably reached the answer in a few seconds and then turned your
attention back to the text.
Typically, we think
reproductively, that is on the basis of similar problems encountered
in the past. When confronted with problems, we fixate on something in
our past that has worked before. We ask, "What have I been
taught in life, education or work on how to solve the problem?"
Then we analytically select the most promising approach based on past
experiences, excluding all other approaches, and work within a
clearly defined direction towards the solution of the problem.
Because of the soundness of the steps based on past experiences, we
become arrogantly certain of the correctness of our conclusion.
In contrast, geniuses
think productively, not reproductively. When confronted with a
problem, they ask "How many different ways can I look at it?",
"How can I rethink the way I see it?", and "How many
different ways can I solve it?" instead of "What have I
been taught by someone else on how to solve this?" They tend to
come up with many different responses, some of which are
unconventional and possibly unique. A productive thinker would say
that there are many different ways to express "thirteen"
and many different ways to halve something. Following are some
examples.
6.5
13 = 1 and 3
THIR TEEN = 4
XIII = 11 and 2
XIII = 8
(Note: As you can see, in addition to six and one half, by expressing 13 in different ways and halving it in different ways, one could say one-half of thirteen is 6.5, or 1 and 3, or 4, or 11 and 2, or 8, and so on.)With productive thinking, one generates as many alternative approaches as one can. You consider the least obvious as well as the most likely approaches. It is the willingness to explore all approaches that is important, even after one has found a promising one. Einstein was once asked what the difference was between him and the average person. He said that if you asked the average person to find a needle in the haystack, the person would stop when he or she found a needle. He, on the other hand, would tear through the entire haystack looking for all the possible needles.)
6.5
13 = 1 and 3
THIR TEEN = 4
XIII = 11 and 2
XIII = 8
(Note: As you can see, in addition to six and one half, by expressing 13 in different ways and halving it in different ways, one could say one-half of thirteen is 6.5, or 1 and 3, or 4, or 11 and 2, or 8, and so on.)With productive thinking, one generates as many alternative approaches as one can. You consider the least obvious as well as the most likely approaches. It is the willingness to explore all approaches that is important, even after one has found a promising one. Einstein was once asked what the difference was between him and the average person. He said that if you asked the average person to find a needle in the haystack, the person would stop when he or she found a needle. He, on the other hand, would tear through the entire haystack looking for all the possible needles.)
How do creative geniuses
generate so many alternatives and conjectures? Why are so many of
their ideas so rich and varied? How do they produce the "blind"
variations that lead to the original and novel? A growing cadre of
scholars are offering evidence that one can characterize the way
geniuses think. By studying the notebooks, correspondence,
conversations and ideas of the world's greatest thinkers, they have
teased out particular common thinking strategies and styles of
thought that enabled geniuses to generate a prodigious variety of
novel and original ideas.
STRATEGIES
Following are thumbnail
descriptions of strategies that are common to the thinking styles of
creative geniuses in science, art and industry throughout history.
GENIUSES LOOK AT
PROBLEMS IN MANY DIFFERENT WAYS.
Genius often comes from finding a new perspective that no one else
has taken. Leonardo da Vinci believed that to gain knowledge about
the form of problems, you begin by learning how to restructure it in
many different ways. He felt the first way he looked at a problem was
too biased toward his usual way of seeing things. He would
restructure his problem by looking at it from one perspective and
move to another perspective and still another. With each move, his
understanding would deepen and he would begin to understand the
essence of the problem. Einstein's theory of relativity is, in
essence, a description of the interaction between different
perspectives. Freud's analytical methods were designed to find
details that did not fit with traditional perspectives in order to
find a completely new point of view.
In order to creatively
solve a problem, the thinker must abandon the initial approach that
stems from past experience and re-conceptualize the problem. By not
settling with one perspective, geniuses do not merely solve existing
problems, like inventing an environmentally-friendly fuel. They
identify new ones. It does not take a genius to analyze dreams; it
required Freud to ask in the first place what meaning dreams carry
from our psyche.
GENIUSES MAKE
THEIR THOUGHTS VISIBLE.
The explosion of creativity in the Renaissance was intimately tied to
the recording and conveying of a vast knowledge in a parallel
language; a language of drawings, graphs and diagrams — as, for
instance, in the renowned diagrams of daVinci and Galileo. Galileo
revolutionized science by making his thought visible with diagrams,
maps, and drawings while his contemporaries used conventional
mathematical and verbal approaches.
Once geniuses obtain a
certain minimal verbal facility, they seem to develop a skill in
visual and spatial abilities which give them the flexibility to
display information in different ways. When Einstein had thought
through a problem, he always found it necessary to formulate his
subject in as many different ways as possible, including
diagrammatically. He had a very visual mind. He thought in terms of
visual and spatial forms, rather than thinking along purely
mathematical or verbal lines of reasoning. In fact, he believed that
words and numbers, as they are written or spoken, did not play a
significant role in his thinking process.
GENIUSES PRODUCE.
A
distinguishing characteristic of genius is immense productivity.
Thomas Edison held 1,093 patents, still the record. He guaranteed
productivity by giving himself and his assistants idea quotas. His
own personal quota was one minor invention every 10 days and a major
invention every six months. Bach wrote a cantata every week, even
when he was sick or exhausted. Mozart produced more than six hundred
pieces of music. Einstein is best known for his paper on relativity,
but he published 248 other papers. T. S. Elliot's numerous drafts of
"The Waste Land" constitute a jumble of good and bad
passages that eventually was turned into a masterpiece. In a study of
2,036 scientists throughout history, Dean Kean Simonton of the
University of California, Davis found that the most respected
produced not only great works, but also more "bad" ones.
Out of their massive quantity of work came quality. Geniuses produce.
Period.
GENIUSES MAKE
NOVEL COMBINATIONS.
Dean Keith Simonton, in his 1989 book Scientific Genius suggests that
geniuses are geniuses because they form more novel combinations than
the merely talented. His theory has etymology behind it: cogito —
"I think — originally connoted "shake together":
intelligo the root of "intelligence" means to "select
among." This is a clear early intuition about the utility of
permitting ideas and thoughts to randomly combine with each other and
the utility of selecting from the many the few to retain. Like the
highly playful child with a pailful of Legos, a genius is constantly
combining and recombining ideas, images and thoughts into different
combinations in their conscious and subconscious minds. Consider
Einstein's equation, E=mc2. Einstein did not invent the concepts of
energy, mass, or speed of light. Rather, by combining these concepts
in a novel way, he was able to look at the same world as everyone
else and see something different. The laws of heredity on which the
modern science of genetics is based are the results of Gregor Mendel
who combined mathematics and biology to create a new science.
GENIUSES FORCE
RELATIONSHIPS.
If one particular style of thought stands out about creative genius,
it is the ability to make juxtapositions between dissimilar subjects.
Call it a facility to connect the unconnected that enables them to
see things to which others are blind. Leonardo daVinci forced a
relationship between the sound of a bell and a stone hitting water.
This enabled him to make the connection that sound travels in waves.
In 1865, F. A. Kekule' intuited the shape of the ring-like benzene
molecule by forcing a relationship with a dream of a snake biting its
tail. Samuel Morse was stumped trying to figure out how to produce a
telegraphic signal b enough to be received coast to coast. One day he
saw tied horses being exchanged at a relay station and forced a
connection between relay stations for horses and b signals. The
solution was to give the traveling signal periodic boosts of power.
Nickla Tesla forced a connection between the setting sun and a motor
that made the AC motor possible by having the motor's magnetic field
rotate inside the motor just as the sun (from our perspective)
rotates.
GENIUSES THINK IN
OPPOSITES.
Physicist and philosopher David Bohm believed geniuses were able to
think different thoughts because they could tolerate ambivalence
between opposites or two incompatible subjects. Dr. Albert
Rothenberg, a noted researcher on the creative process, identified
this ability in a wide variety of geniuses including Einstein,
Mozart, Edison, Pasteur, Joseph Conrad, and Picasso in his 1990 book
The Emerging Goddess: The Creative Process in Art, Science and Other
Fields. Physicist Niels Bohr believed that if you held opposites
together, then you suspend your thought and your mind moves to a new
level. The suspension of thought allows an intelligence beyond
thought to act and create a new form. The swirling of opposites
creates the conditions for a new point of view to bubble freely from
your mind. Bohr's ability to imagine light as both a particle and a
wave led to his conception of the principle of complementarity.
Thomas Edison's invention of a practical system of lighting involved
combining wiring in parallel circuits with high resistance filaments
in his bulbs, two things that were not considered possible by
conventional thinkers, in fact were not considered at all because of
an assumed incompatibility. Because Edison could tolerate the
ambivalence between two incompatible things, he could see the
relationship that led to his breakthrough.
GENIUSES THINK
METAPHORICALLY. Aristotle
considered metaphor a sign of genius, believing that the individual
who had the capacity to perceive resemblances between two separate
areas of existence and link them together was a person of special
gifts. If unlike things are really alike in some ways, perhaps, they
are so in others. Alexander Graham Bell observed the comparison
between the inner workings of the ear and the movement of a stout
piece of membrane to move steel and conceived the telephone. Thomas
Edison invented the phonograph, in one day, after developing an
analogy between a toy funnel and the motions of a paper man and sound
vibrations. Underwater construction was made possible by observing
how shipworms tunnel into timber by first constructing tubes.
Einstein derived and explained many of his abstract principles by
drawing analogies with everyday occurrences such as rowing a boat or
standing on a platform while a train passed by.
GENIUSES PREPARE
THEMSELVES FOR CHANCE.
Whenever we attempt to do something and fail, we end up doing
something else. As simplistic as this statement may seem, it is the
first principle of creative accident. We may ask ourselves why we
have failed to do what we intended, and this is the reasonable,
expected thing to do. But the creative accident provokes a different
question: What have we done? Answering that question in a novel,
unexpected way is the essential creative act. It is not luck, but
creative insight of the highest order. Alexander Fleming was not the
first physician to notice the mold formed on an exposed culture while
studying deadly bacteria. A less gifted physician would have trashed
this seemingly irrelevant event but Fleming noted it as "interesting"
and wondered if it had potential. This "interesting"
observation led to penicillin which has saved millions of lives.
Thomas Edison, while pondering how to make a carbon filament, was
mindlessly toying with a piece of putty, turning and twisting it in
his fingers, when he looked down at his hands, the answer hit him
between the eyes: twist the carbon, like rope. B. F. Skinner
emphasized a first principle of scientific methodologists: when you
find something interesting, drop everything else and study it. Too
many fail to answer opportunity's knock at the door because they have
to finish some preconceived plan. Creative geniuses do not wait for
the gifts of chance; instead, they actively seek the accidental
discovery.
SUMMARY
Recognizing the common
thinking strategies of creative geniuses and applying them will make
you more creative in your work and personal life. Creative geniuses
are geniuses because they know "how" to think, instead of
"what" to think. Sociologist Harriet Zuckerman published an
interesting study of the Nobel Prize winners who were living in the
United States in 1977. She discovered that six of Enrico Fermi's
students won the prize. Ernst Lawrence and Niels Bohr each had four.
J. J. Thompson and Ernest Rutherford between them trained seventeen
Nobel laureates. This was no accident. It is obvious that these Nobel
laureates were not only creative in their own right, but were also
able to teach others how to think creatively.
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