Geoff Wain, a mathematics educator at Leeds University, is promoting an initiative to organize a museum of mathematics in the U.K.
Wain notes the successful Mathematikum in Giessen, Germany, which opened in 2002 and now attracts 150,000 visitors per year, and the Museum of Mathematics in New York City, which is slated to open later this year. He asks “Where would you go to find out about mathematics? … There’s absolutely nowhere in this country. It’s very sad.”
Last week Wain and some supporters gathered at King’s College to discuss plans for the museum, which is tentatively known as
Continue reading Researchers seek UK home for mathematics museum
Introduction
Both traditional creationists and intelligent design scholars have invoked probability arguments in criticisms of biological evolution. They argue that certain features of biology are so fantastically improbable that they could never have been produced by a purely natural, “random” process, even assuming the billions of years of history asserted by geologists and astronomers. They often equate the hypothesis of evolution to the absurd suggestion that monkeys randomly typing at a typewriter could compose a selection from the works of Shakepeare.
One creationist-intelligent design argument goes like this: the human alpha-globin molecule, a component of hemoglobin that performs a key
Continue reading Does probability refute evolution?
The new book Convex Functions by Jonathan M. Borwein and Jon D. Vanderwerff has been selected as one of the “Outstanding Academic Titles” for 2011 by Choice, the American Library Association’s library book review journal.
Here is an excerpt from a review written by John D. Cook and published by the Mathematical Association of America in their Mathematical Sciences Digital Library:
When mathematicians say a function is “nonlinear” they often mean that it is not necessarily linear. In this sense “nonlinear” is not an assumption but rather the absence of an assumption. To make progress in studying a nonlinear problem,
Continue reading Borwein’s book Convex Functions selected as Outstanding Academic Title
The Royal Swedish Academy of Sciences has awarded the 2012 Crafoord Prize to Jean Bourgain (Institute for Advanced Study, Princeton, USA) and Terence Tao (U.C. Los Angeles) “for their brilliant and groundbreaking work in harmonic analysis, partial differential equations, ergodic theory, number theory, combinatorics, functional analysis and theoretical computer science”.
As the Crafoord Prize website explains,
This year´s Crafoord Prize Laureates have solved an impressive number of important problems in mathematics. Their deep mathematical erudition and exceptional problem-solving ability have enabled them to discover many new and fruitful connections and to make fundamental contributions to current research in several
Continue reading Jean Bourgain and Terence Tao receive Crafoord Prize in mathematics
One would surely think that first-world nations, in a bid to retain leadership in science and technology, and to fend off the very real challenge of the “Asian tigers” (India, China, Korea, Singapore, Taiwan), would pull all stops to ensure that university students in mathematics, computer science and related fields obtain the very best education possible.
To a certain extent, this has been done with relatively more funding in these fields (particularly computer science) from national sources, compared with many other academic disciplines. Yet there are storm clouds ahead.
For instance, in the U.S., leading computer science departments, stung by
Continue reading Poor-quality math and computer science courses threaten technological leadership
[Note: A condensed and revised version of this article was published here in The Conversation, an online forum of academic research headquartered in Melbourne, Australia.]
Introduction
What do iPhones, Twitter, Netflix, cleaner cities, safer cars, state-of-the-art environmental management and modern medical diagnostics have in common? They all are made possible by Moore’s Law.
Moore’s Law stems from a seminal 1965 article by Intel founder Gordon Moore. He wrote
The complexity for minimum component costs has increased at a rate of roughly a factor of two per year. … Certainly over the short term this rate can be expected to continue,
Continue reading Moore’s Law and the future of science and mathematics
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