BBC Four’s The
Story of Maths, hosted
by professor and pop-sci extraordinaire Marcus du Sautoy, is a 4-part series
about the evolution and history of mathematics.
The first episode, called The Language of the Universe, discussed the contributions of the
ancient Egyptian, Babylonian and Greek civilizations in developing mathematics.
Egyptians had problems on bureaucracy and land management, thus, needed a
counting system to solve their problems. They were the earliest to use the 10
base number system which was based on the fingers of human hands, which
could've solved those problems which made them successful during their
existence.
The Babylonian
civilization used the 60 base number system, which is used to partition time
and angles. They also set generalized solutions in schools and had developed
way in solving some quadratic equations.
The Greeks then
bridged the practical use of mathematics to its philosophical and logical
functions. They have developed postulates, theorems, axioms and corollaries
which are still considered true to this day.
This series made
me open my mind to the actual purpose of mathematics. All I knew about it was
it was just a game of numbers and figuring out the correctness of numerical
statements. Knowing the reason of its birth and development is another way of
sensing purpose of this branch of science. The beauty of these contributions is
that they are still used and applied in the present time. In the academe, Greek
contributions are still taught, especially in the field of geometry. This could
be a good starter for those who don't understand the reason of math in order
for them to appreciate it and open themselves in understanding its science.
I like the way you discussed the historical roots of math. Your recognition of its relevance hasn't gone unnoticed as well. But you mentioned that the "series made [you] open [your] mind to the actual purpose of mathematics." I am curious as to the actual purpose of mathematics; is there such a thing?
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