| Narrative
Non-Fiction
Written to launch
the 2002 Young Science Writers Competition for The Daily Telegraph This is an annual competition. Keep an eye out
in the
Daily Telegraph
science pages for the launch
of the next competition.
I have an admission to make.
My first love was not writing, but television. Long
before I was influenced by any of the great science
writers, or indeed any of my physics teachers, it was
television that got me interested in science. It was
thanks to TV boffins like James Burke, Magnus Pyke and
Carl Sagan that I became fascinated by everything from
quarks to galaxies.
As a science writer I am supposed
to extol the virtues of the written word against the
supposed evils of television, but it is impossible for
me to attack the medium that not only sparked my interest
in science, but which also nurtured my writing skills.
Excluding Mr Charles, who taught me English when I was
twelve, everything else I know about writing has been
a result of either watching or working in television.
After completing my PhD in
physics, I joined the BBC's science department, working
on programmes such as Tomorrow's World, Horizon and
Earth Story. Over the course of five years, I realised
that the key to a successful science programme is two-fold.
First, clarity of explanation is vital, because the
revelation and explanation of a new concept should be
a highpoint for the viewer, not a period of confusion.
Second, if the scientific explanation can be incorporated
within the framework of a story, then this should enhance
the science and entrance the viewer.
All programme-makers know that
storytelling is important. The story is a way of hooking
those viewers whose interest may begin to waver, it
is defense against the power of the remote control.
However, some science writers choose to ignore the story
behind the science, perhaps because they feel that readers
are more committed than viewers. Personally, I feel
that this is a mistake. Writers should not use the commitment
of the reader as an excuse to avoid telling the story.
Instead, it should be an opportunity to expand on the
detail of the story, as well as a chance to explore
the science more deeply.
When I started writing Fermat's
Last Theorem, the story of the most notorious
problem in the history of mathematics, it was clear
from the outset that this was a classic tale with all
the elements of a Hollywood thriller. There is a lone
seventeenth century genius, Pierre de Fermat, who solves
a problem, but, like a lazy schoolboy, he forgets to
show his workings. For three centuries all the great
mathematicians struggle to reconstruct Fermat's proof,
but fail. Rich prizes are offered, bitter rivalries
develop, there is a suicide, and even a duel at dawn.
Eventually, in 1963, a ten-year-old
boy, Andrew Wiles, resolves to prove Fermat's Last Theorem
and spends the next thirty years focussing on the conundrum.
In 1993, after seven years of secret research, he emerges
and reveals a proof. But the story does not end here.
During the refereeing process, a flaw appears. However,
Professor Wiles fights back, fixes his proofs the following
year and ultimately triumphs.
Wiles appears on front
pages around the world, but the story does not end here.
During the refereeing process that follows his announcement,
one of Wiles's colleagues points out that the proof
is flawed. Mathematicians say "a problem worthy of attack,
proves its worth by fighting back", which is certainly
the case with Fermat's Last Theorem. However, Professor
Wiles fights back even harder, fixes his proofs the
following year and ultimately triumphs.
As a writer, it would have
been a crime to have concentrated solely on the mathematics
and to have ignored the story surrounding it.
Instead, I weaved the mathematics into the story, sometimes
using the plot to give momentum to the reader. During
one or two sections of the book, there are a few densely
packed pages of mathematics, which might seem intimidating
at first sight, but which I hope will prove rewarding
and enlightening once the reader has got to the end.
A story either side of the equations is way of giving
the reader enough confidence to cross the mathematical
chasm.
I tried to create drama, exploit
plot twists and build characters. In short, I wanted
to use narrative to enrich the mathematics. Furthermore,
I wanted to use the story to explore themes that are
part of maths, but which also go beyond maths; themes
such as ambition, genius and obsession. I wanted to
show that mathematicians can be as passionate as poets.
It would be inappropriate to
fill learned journals with all the gory, romantic, comical
details surrounding a mathematical proof or a physics
experiment, but books, newspapers, radio and television
programmes should convey the drama of science, as well
as the scientific ideas.
Increasingly, science writers
are giving more emphasis to the story behind the science,
and this development is partly responsible for the boom
in science publishing. The most successful author in
this new genre, sometimes called narrative non-fiction,
is probably Dava Sobel (Longitude and Galileo's
Daughter), and this year The Dinosaur Hunters
by Deborah Cadbury, Mendeleyev's Dream by Paul
Strathern have continued the trend.
However, I would offer a word
of caution. There is a risk of concentrating too much
on the story and forgetting the science. In my opinion,
one such example is A Beautiful Mind by Sylvia
Nasar, a biography of the game theorist John Nash published
in 1998. I think it is a terrific read and I recommend
it constantly, but it does have one flaw, namely a lack
of game theory throughout much of the book.
Nasar tells with great sensitivity
the tragic story of Nash, whose mathematical talent
was eclipsed by the onset of severe paranoid schizophrenia.
She explores the relationship between madness and genius,
charts his sudden decline and gradual recovery, and
recounts how he finally received recognition when he
was awarded the Nobel Prize for Economics in 1994 for
research done over three decades earlier. My criticism
of Nasar’s book is that Nash's mathematical research
into game theory was central to his life, and although
the reader is introduced to the subject, it seems that
the author sacrificed mathematical explanation in favour
of narrative.
It is simply a question of
balance. Unfortunately, getting the balance right gets
tougher as the length of the piece shortens. So in a
short newspaper article, such as that required for the
Young Science Writers Competition, is particularly tricky
to squeeze in decent amount story as well as a respectable
amount of explanation. Nevertheless, get the balance
right, and the science will add to the story, and the
story will illuminate the science. |
 |