Issue 53 of Plus - http://plus.maths.org/issue53/index.html?nl=0
If you are looking for something to while away the holiday, then this issue
has plenty of ideas for you! We explore the power of origami to solve
ancient (and very modern) problems, find the maths in fashion, and marvel
at the complexities of church bell ringing. But it's not all fun and games,
as we investigate the controversies surrounding breast screening and the
maths behind drug-induced hallucinations, find out how to predict the
impact of natural catastrophes, and contemplate a strange figure in the sky.
In this issue...
* Understanding uncertainty: Breast screening, a statistical controversy
One in nine women will get breast cancer in her lifetime, and it seems
sensible to screen women for breast cancer to treat them as early as
possible. But, as David Spiegelhalter explains, screening is a
controversial issue.
http://plus.maths.org/issue53/risk/index.html?nl=0
* The power of origami
We've all heard of origami. It's all about making paper birds and pretty
boxes, and is really just a game invented by Japanese kids, right? Prepare
to be surprised as Liz Newton takes you on a journey of origami, maths and
science.
http://plus.maths.org/issue53/features/newton/index.html?nl=0
* Ringing the changes
Did you know that church bell ringers have to memorise sequences of several
thousand numbers, and that it can take up to 18 hours to translate these
sequences into perfect bell ringing? Burkard Polster and Marty Ross explain
why, and explore the maths behind bell ringing.
http://plus.maths.org/issue53/features/polsteross/index.html?nl=0
* Uncoiling the spiral: Maths and hallucinations
Think drug-induced hallucinations, and the whirly, spirally,
tunnel-vision-like patterns of psychedelic imagery immediately spring to
mind. But it's not just hallucinogenic drugs that conjure up these
geometric structures. People have reported seeing them in near-death
experiences, following sensory deprivation, or even just after applying
pressure to the eyeballs. So what can these patterns tell us about the
structure of our brains?
http://plus.maths.org/issue53/features/hallucinations/index.html?nl=0
* How long is a day?
The obvious answer is 24 hours, but, as Nicholas Mee discovers, that would
be far too simple. In fact, the length of a day varies throughout the year.
If you plot the position of the Sun in the sky at the same time every day,
you get a strange figure of eight which has provided one artist with a
source for inspiration
http://plus.maths.org/issue53/features/mee/index.html?nl=0
* Modelling catastrophes
Hardly six months go by without a natural disaster striking some part of
the globe. While it's next to impossible to predict these catastrophes, let
alone prevent them, mathematical modelling gives a way to prepare for their
impact. Shane Latchman explains.
http://plus.maths.org/issue53/features/latchman/index.html
* Career interview: Fashion designer
Sandy Black, Professor of Fashion and Textile Design, has combined her love
of art and design with her love of mathematics in her career as a knitwear
designer. Sandy talks to Plus about the mathematics in fashion, knitting,
and how science and fashion could make the world a better place.
http://plus.maths.org/issue53/interview/index.html?nl=0
* Teacher package: Proofs
The notion of proof lies at the very heart of maths: it's when it comes to
proving things that mathematicians let lose their genius and creativity,
and in the process often discover unexpected surprises or deep
philosophical issues. But proofs can also be daunting. So to help you and
your students along, we've brought together a range of Plus articles on
proofs.
http://plus.maths.org/issue53/package/index.html?nl=0
But wait, there's more!
* Clock confusion
http://plus.maths.org/issue53/puzzle/index.html?nl=0
* Seven things everyone would like to know about the Universe
http://plus.maths.org/issue53/editorial/index.html
**********
Happy reading, merry Christmas and a great new year from the Plus team!
**********
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