Relax, there's nothing to fear in mathematics but fear itself Brisbane Times Maths is valued because it is considered an indicator of intelligence, so showing poor mathematical ability has implications for how smart you will be perceived to be.
If people do not believe that mathematics is simple, it is only because they do not realize how complicated life is. Scanning Electron Micrographs of Diatoms Title: John von Neumann. Folkert. (7,208 views) Filed under Diatoms, algae, ...
I've been asked to write about how math influences my creative process, so here goes!
As many of you know, I am a math and computer programming geek. It's such a serious hobby I take university courses part time to keep feeding it. Granted, that also complements my day job as a tutor, and creates all kinds of pockets through the day for writing, but it's more than just opening a text book now and again and doing some exercises.
At one time I thought I'd become a mathematician. I've had the pleasure of doing full-time research last summer to experience what it's like to take a math problem and explore it, and it was lots of fun. Although the problem was mathematical, I spent most of the summer developing a computer program to explore the problem. And, of course, I kept writing!
How do these two seemingly-different areas actually work together?
First of all, math is a language. Arguable, it is the purest of all languages (some have called it "the language of God"), and the evolution of mathematics is really the process of discovering how to express, in language, what is true. The study of mathematics is really, then, the study of how the structures of this world are ordered, and that includes what is logical or illogical. In order to get to the bottom of this, one must spend time thinking, and that is the most important thing mathematics has taught me.
An artificial intelligence system under development by the Japanese government and several technology companies successfully answered 4 of 10 math questions on a sample college entrance exam, according to a press release from project member Fujitsu...
7 Greatest Mathematics of All Time Siliconindia.com Euler, considered to be on par with Albert Einstein in terms of intelligence level, introduced most of the contemporary mathematical terminology and notation, particularly for mathematical analysis.
This is a really fascinating way to frame the nature of mathematical proof and what it means to do mathematics in the first place: as a back-and-forth tension between certainty and uncertainty. The clarity of this description ...
Free Mathematica on Raspberry Pi DecryptedTech The organization Raspberry Pi Foundation, which is behind the popular miniature enthusiast computer Raspberry Pi, announced the news on the conclusion of partnership with Wolfram Research, during a...
On May 13, an obscure mathematician — one whose talents had gone so unrecognized that he had worked at a Subway restaurant to make ends meet — garnered worldwide attention and accolades from the mathematics community for settling a long-standing open question about prime numbers, those numbers divisible by only one and themselves. Yitang Zhang, a lecturer at the University of New Hampshire, showed that even though primes get increasingly rare as you go further out along the number line, you will never stop finding pairs of primes separated by at most 70 million. His finding was the first time anyone had managed to put a finite bound on the gaps between prime numbers, representing a major leap toward proving the centuries-old twin primes conjecture, which posits that there are infinitely many pairs of primes separated by only two (such as 11 and 13).
In the months that followed, Zhang found himself caught up in a whirlwind of activity and excitement: He has lectured on his work at many of the nation’s preeminent universities, has received offers of jobs from top institutions in China and Taiwan and a visiting position at the Institute for Advanced Study in Princeton, N.J., and has been told that he will be promoted to full professor at the University of New Hampshire.
Meanwhile, Zhang’s work raised a question: Why 70 million? There is nothing magical about that number — it served Zhang’s purposes and simplified his proof. Other mathematicians quickly realized that it should be possible to push this separation bound quite a bit lower.
By the end of May, mathematicians had uncovered simple tweaks to Zhang’s argument that brought the bound below 60 million. A May 30blog post by Scott Morrison of the Australian National University in Canberra ignited a firestorm of activity, as mathematicians vied to improve on this number, setting one record after another. By June 4, Terence Tao of the University of California, Los Angeles, a winner of the Fields Medal, mathematics’ highest honor, had created a “Polymath project,” an open, online collaboration to improve the bound that attracted dozens of participants.
For weeks, the project moved forward at a breathless pace. “At times, the bound was going down every thirty minutes,” Tao recalled. By July 27, the team had succeeded in reducing the proven bound on prime gaps from 70 million to 4,680. Now, a preprint posted to arXiv.org on November 19 by James Maynard has upped the ante. Just months after Zhang announced his result, Maynard has presented an independent proof that pushes the gap down to 600. A new Polymath project is in the planning stages, to try to combine the collaboration’s techniques with Maynard’s approach to push this bound even lower.
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