“What
mathematics is, and how useful it is, are widely misunderstood.”
Source: http://www.smbc-comics.com/?id=2862#comic
When
we talk about Mathematics, the other courses that first comes to mind are
usually Physics and Chemistry. After all, we do use numbers in these sciences. We
don’t usually classify other sciences with Mathematics, especially those which
does not deal so much with numbers. However, Mathematics is also a growing
science. Its growth proceeds in an ‘intimidating rate’ and has affected even
the most unusual science it could pair up with-Biology.
Ian Stewart in his book, The Mathematics of Life, states that Biology is the sixth stage of
revolution transforming a new way for scientists to study about life. For a
long time Mathematics has existed, it may not seem revolutionary for it to
become paired with Biology. Sequences and dating is one way for Mathematics to
be used in Biology however, Stewart notes that Mathematics could do more than simple
statistics. Much of the concepts in Biology like neurons and DNA sequencing can
now be understood through chemistry and physics. This allows more understanding
than mere data analysis. Through Mathematics, Biology can not only analyse
statistical data but can give more approximations for other problems. Ian
Stewart closes the gap between these two sciences and gives us more depth for
Mathematics which is not used only for mere arithmetic and also broadens our
idea of Biology which is not only for mere classification and identification.
This book is actually more interesting than the name
appears it to be. Personally, anything which involves a large ‘Mathematics’ as
its name would hint me a difficult read but it is actually lighter than the
previous, What is Mathematics, Really by
Reuben Hersh. It touches an in-depth argument of the revolution of Mathematics
in Biology and a new light for the application of Mathematics other than mere
arithmetic. This book gives us more of an idea on how versatile Mathematics is
and how the versatility of the science impacts more (even unusual) concepts than what we originally thought it should
be.

No comments:
Post a Comment