Friday, January 31, 2014

Last but not the Least by Edwin Banquerigo Jr.

                We are down to the last installment of the Story of Maths. This Series documentary showed us how math evolved from scratch to riches. Mathematics is everywhere you just have to dig deeper into its history and know the builders who created the mathematics that we have today. If you think mathematics is boring think again. The Story of Maths will show you the wonder of the soul of Mathematics.
                First part of the last Story of Maths showed us how Mr. George Cantor tackled and tried to analyze the infinity. According to Cantor there were different kinds of infinity and some is bigger than the other. 1 2 3 4 5 6 7 8 9 … 10 20 30 40 50 60 70 80 90… Henri Poncaire stumbled into the chaos theory while he was trying to solve a problem. One thing lead to the other, this small hunch lead to a wide range of modern technology that we use today like the machines that control the regularity of heartbeats.
                Seems like impossible or the unexplainable is not a known word for the mathematicians not until Kurt Godel a member of the Vienna Circle showed that it is impossible for mathematics to prove its own consistency and the unknown part is an integral part in the subject. “This statement canot be proved”.  It is really odd and awkward to know this because mathematics is known to prove almost everything and yet it can’t prove its own consistency.
                Lastly Marcus also tackled about the latest inputs of the younger generation of great mathematicians. Like Paul Cohen and Alexander Grothendieck their contributions in mathematics were basically proofs of the former mathematicians ahead of them. But they themselves also established their own mathematics that changed the face of mathematics just a bit.

                Marcus also included the many unsolved mathematical problems of all time, including the Riemann Hypothesis which in fact has a bounty on its head worth 1 million $ and a place in every history books whoever can prove this Hypothesis. Adios

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