In this newsletter:
* Latest news
* Mathematical moments
* Browse with Plus
* Live maths
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Latest news
* Happy 10th birthday Google!
And three cheers for the maths behind its success!
http://plus.maths.org/latestnews/sep-dec08/google10/index.html
* Guessing is good for you
Intuitive number sense linked to formal mathematics ability
http://plus.maths.org/latestnews/sep-dec08/numbersense/index.html
* Swimming in mathematics
The mathematics of foam coats Olympic swimming venue
http://plus.maths.org/latestnews/sep-dec08/watercube/index.html
* The LHC for dummies
Essential info on the world's newest and biggest particle accelerator
http://plus.maths.org/latestnews/sep-dec08/lhc/index.html
* The mystery of Zipf
Some loquacious maths
http://plus.maths.org/latestnews/may-aug08/Zipf/index.html
Plus... read more on the Plus blog, including info on the latest maths
telly experiences: http://plus.maths.org/blog
And for all the Plus podcasts, see:
http://plus.maths.org/podcasts/
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Mathematical moments
Pierre Louis Moreau de Maupertuis
Born on the 28th of September 1698 in Saint Malo, France
Died on the 27th of July 1759 in Basel, Switzerland
For an originator of the "principle of least action", Maupertuis led a
surprisingly productive life, shunning neither effort nor intrigue. His
early academic studies focussed on philosophy and music, were interrupted
by a stint with the Musketeers, and resumed in Paris, where his interest
in mathematics began to blossom. His first paper as a member of the
Academie de Sciences explored the influence of a musical instrument's
shape on the sounds it produces, and was followed by a range of works on
mathematical curves. The entirely non-mathematical Salamander - yes, the
amphibian - was the topic of another of his papers from that period.
Keen to expand his mathematical expertise, Maupertuis relocated to Basle
in 1729, where he lived with and studied under none other than Johann
Bernoulli. Back in Paris, papers on astronomy, mechanics and differential
equations followed, and Maupertuis established himself as an eclectic
mathematical talent. But it wasn't all theory. In 1736 Maupertuis set out
on an expedition to Lapland, his mission to measure the length of a
degree along the meridian. After enduring swarms of pesky insects,
terrible cold and being shipwrecked, Maupertuis returned in 1937 with the
knowledge that the Earth was oblate ... and two native Finnish girls. The
latter did not further his academic standing, instead they laid him open
to ridicule from his enemies.
And enemies there were many. Maupertuis, who was given to penning
venomous attacks on his opponents, managed to fall out with Johann
Bernoulli and later also with Voltaire with whom he had become friends
after the expedition. On the upside, his academic talents inspired the
interest of Frederick the Great, who in 1740 invited him to become
president of the brand new Berlin Academy. After visiting Frederick in
Berlin, Maupertuis ended up on the battle field on the side of the
Prussians, was taken prisoner by the Austrians, but was eventually
released, shaken but unharmed. In 1946, after his career had made good
progress in Paris, he did take the presidency of the Berlin Academy and
moved to Berlin permanently.
Maupertuis talents were indeed eclectic. He published on a range of
subjects including mathematics, philosophy and astronomy. A hundred years
before Darwin he almost formulated Darwin's theory of evolution. But it
is probably the principle of least action that he is most remembered for
now. The principle says that physical systems, in getting from state A to
state B, always choose the path that minimises the effort required. This
begs the question of who or what does the minimising, and the principle
opened up all sorts of cans of teleological worms.
Maupertuis was extremely proud of his principle of least action, so it
came as a shock when he accidentally recommended a paper for publication
which stated that it wasn't him but Leibniz who first postulated it. The
resulting priority dispute cast a shadow over the last years of his life
and had an adverse effect on his health. In 1756 he left Berlin for good
and three years later died on a journey he undertook to improve his
health.
For more information on Maupertuis visit the MacTutor History of maths
site:
http://www-groups.dcs.st-and.ac.uk/~history/Biographies/Maupertuis.html
And for more on the principle of least action read the Plus article
"Frugal nature" http://plus.maths.org/issue44/features/wilson/index.html
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Browse with Plus
The Large Hadron rap
Everything about the LHC in musical form
http://uk.youtube.com/watch?v=j50ZssEojtM
Higher dimensions
An excellent series of nine films taking you into the fourth dimension
is now freely available online and cheaply available on DVD. Using superb
graphics and clear, concise, no-frills presentation, the series starts
with a very basic introduction to projections, then steps from two
dimensions up into three and then four, and ends up with some quite
sophisticated - and very pretty - geometric objects and concepts.
Everyone, from complete novice to university students, will find
something interesting in this series, and at 13 minutes length each, the
films are a great resource for the class room. The website contains
detailed background info on each episode. Go have a look, it's well worth
it!
http://www.dimensions-math.org/
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Live maths
Maths on telly
BBC Four will launch a new three-part TV series on maths at 9pm this
coming Monday the 6th of October. In The story of maths Marcus du Sautoy,
Oxford mathematician and one of the UK's finest maths popularisers,
describes the often surprising lives of the great mathematicians,
explains the development of the key mathematical ideas and shows how - in
a multitude of unusual ways - those ideas underpin the science,
technology and culture that shape our world. The first episode will look
at the contributions from the ancient Greeks.
See http://www.bbc.co.uk/programmes/b00dxjls/comingup for details.
Not just about numbers
What is mathematics and why does it work? This free lecture by john D
Barrow looks at the way mathematics can tell you things about the world
that you cannot learn any other way: how computers have extended the reach
of humans, the simple nature of many hard problems, how to win at dice,
modern concepts of chaos and complexity, and whether the Premier Football
League is just a random process after all.
When: 9th of October 2008, 1pm
Where: The Royal College of Surgeons
35-43 Lincoln's Inn Fields
London WC2A 3PE
Information: http://www.gresham.ac.uk/event.asp?PageId=45&EventId=785
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Happy reading from the Plus team.
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