The Secret Life of Chaos
- Year:
- 2010
- 60 min
- 316 Views
This is a film
about one very simple question.
How did we get here?
These are the elements and compounds
from which all humans are made.
They're incredibly,
almost embarrassingly common.
In fact, almost 99% of the human body
is a mixture of air, water,
coal and chalk, with traces of other
slightly more exotic elements
like iron, zinc,
phosphorus and sulphur.
In fact, I've estimated
that the elements
which make up the average
human cost at most a few pounds.
But somehow, trillions of these very
ordinary atoms conspire miraculously
to organise themselves into thinking,
breathing, living human beings.
How the wonders of creation
are assembled from such simple
building blocks, is surely the most
intriguing question we can ask.
You may think that answering it is
beyond the realm of science.
But that's changing.
For the first time, I believe
science has pushed past religion
and philosophy in daring to tackle
this most fundamental of questions.
This film is the story
of a series of bizarre
and interconnected discoveries that
reveal a hidden face of nature.
That woven into its simplest
and most basic laws,
is a power to be unpredictable.
It's about how inanimate matter
with no purpose or design,
can spontaneously
create exquisite beauty.
It's about how the same laws
that make the universe chaotic
and unpredictable, can turn
simple dust into human beings.
It's about the discovery
that there is a strange
and unexpected relationship
between order and chaos.
The natural world really is one
great, blooming, buzzing confusion.
It's a mess of quirky shapes
and blotches.
What patterns there are,
are never quite regular,
and never seem to repeat exactly.
The idea that all this mayhem,
all this chaos, is underpinned,
indeed determined,
by mathematical rules,
and that we can work out what
runs counter
to our most dearly held intuitions.
So not surprisingly, the first man
to really take on the momentous task
of unravelling
nature's mysterious mathematics,
had a very special and unusual mind.
He was both a great scientist
and a tragic hero.
He was born in 1912, in London.
His name was Alan Turing.
Alan Turing was a remarkable man,
one of the greatest mathematicians
who ever lived.
He discovered many
of the fundamental ideas
that underpin the modern computer.
Also, during the Second World War,
he worked here at Bletchley Park,
just outside today's Milton Keynes,
in what was then a secret
government project called Station X,
which was set up
to crack the German military codes.
The Station X code breakers proved
highly effective,
and Turing's contribution
was crucial.
The work he personally did
saved thousands of Allied lives
and was a turning point in the war.
But code breaking was just one aspect
of Turing's genius.
Just one part of his
uncanny ability to see patterns
that are hidden from the rest of us.
For Turing, the natural world
offered up the ultimate codes.
And over the course of his life
he'd come tantalisingly
close to cracking them.
Turing was a very original person.
And he had realised that there
was this possibility
that simple mathematical equations
the biological world.
And no-one
had thought of that before.
Of all nature's mysteries,
the one that fascinated Turing most
was the idea that there might be
a mathematical basis
to human intelligence.
Turing had very personal
reasons for believing in this.
It was the death of this young
man, Christopher Morcom,
who...Alan Turing, well, he was gay,
and it had been the great emotional
thing of his life at that point.
Christopher Morcom suddenly died.
And, Alan Turing was obviously
very emotionally disturbed by this.
But you can see
that he wanted to put this
in an intellectual
context, a scientific context.
And the question he wanted
to put into context was
what happens to the mind?
What is it?
mathematics could be used to describe
biological systems,
and ultimately intelligence.
This fascination would give
rise to the modern computer,
and later in Turing's life,
an even more radical idea.
The idea that a simple mathematical
description could be given
for a mysterious process that
takes place in an embryo.
The process is called morphogenesis,
and it's very puzzling.
At first, all the cells in
the embryo are identical.
Then, as this footage of a
fish embryo shows,
the cells begin to clump together,
and also become
different from each other.
How does this happen?
With no thought,
no central co-ordination?
identical, know to become say, skin,
while others become part of an eye?
Morphogenesis is
a spectacular example
of something called
self-organisation.
And before Turing,
no-one had a clue how it worked.
Then, in 1952,
Turing published this, his paper
with the world's first mathematical
explanation for morphogenesis.
The sheer chutzpah
of this paper was staggering.
In it, Turing used
a mathematical equation
of the kind normally seen in papers
on astronomy or atomic physics,
No-one had done anything like this.
Crucially, Turing's equations did,
for the first time,
describe how a biological system
could self-organise.
They showed that something smooth
and featureless can develop features.
One of the astonishing things
about Turing's work
was that
starting with the description
of really very simple processes
governed by very simple equations,
by putting these together,
suddenly complexity emerged.
out as a natural consequence.
And I think in many ways
this was very, very unexpected.
In essence, Turing's equations
described something quite familiar,
but which no-one had thought of
in the context of biology before.
Think of the way a steady wind
blowing across sand
creates all kinds of shapes.
The grains self-organise
into ripples, waves and dunes.
This happens, even though the
grains are virtually identical,
and have no knowledge of the
shapes they become part of.
Turing argued
that in a very similar way,
chemicals seeping across an embryo
self-organise into different organs.
These are Turing's own very rough
scribblings of how this might work.
They show how a completely
featureless chemical soup,
can evolve
these strange blobs and patches.
In his paper, he refined his sketches
to show how his equations could
spontaneously create markings
similar to those on
the skins of animals.
Turing went around showing people
pictures saying,
"Doesn't this look
a bit like the patterns on a cow?"
And everyone sort of went,
"What is this man on about?"
But actually,
he knew what he was doing.
They did look like the patterns
of a cow, and that's one of
the reasons why cows have this
dappled pattern or whatever.
Translation
Translate and read this script in other languages:
Select another language:
- - Select -
- 简体中文 (Chinese - Simplified)
- 繁體中文 (Chinese - Traditional)
- Español (Spanish)
- Esperanto (Esperanto)
- 日本語 (Japanese)
- Português (Portuguese)
- Deutsch (German)
- العربية (Arabic)
- Français (French)
- Русский (Russian)
- ಕನ್ನಡ (Kannada)
- 한국어 (Korean)
- עברית (Hebrew)
- Gaeilge (Irish)
- Українська (Ukrainian)
- اردو (Urdu)
- Magyar (Hungarian)
- मानक हिन्दी (Hindi)
- Indonesia (Indonesian)
- Italiano (Italian)
- தமிழ் (Tamil)
- Türkçe (Turkish)
- తెలుగు (Telugu)
- ภาษาไทย (Thai)
- Tiếng Việt (Vietnamese)
- Čeština (Czech)
- Polski (Polish)
- Bahasa Indonesia (Indonesian)
- Românește (Romanian)
- Nederlands (Dutch)
- Ελληνικά (Greek)
- Latinum (Latin)
- Svenska (Swedish)
- Dansk (Danish)
- Suomi (Finnish)
- فارسی (Persian)
- ייִדיש (Yiddish)
- հայերեն (Armenian)
- Norsk (Norwegian)
- English (English)
Citation
Use the citation below to add this screenplay to your bibliography:
Style:MLAChicagoAPA
"The Secret Life of Chaos" Scripts.com. STANDS4 LLC, 2024. Web. 19 Dec. 2024. <https://www.scripts.com/script/the_secret_life_of_chaos_17702>.
Discuss this script with the community:
Report Comment
We're doing our best to make sure our content is useful, accurate and safe.
If by any chance you spot an inappropriate comment while navigating through our website please use this form to let us know, and we'll take care of it shortly.
Attachment
You need to be logged in to favorite.
Log In