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Who could best contribute to the ideas of computer-based math education?
Based on the vision I set forth in my TED talk, we're hosting a key summit in London this November to drive a worldwide change to computer-based math education (http://www.computerbasedmath.org/events/londonsummit2011/index.html). Very interested in ideas of who could best contribute? And I'm not just talking educators but leaders who want radical change and have a stake in the future of STEM education. We've already got many countries, governments and quite a few fields represented but really want to make sure we don't miss key people out.
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William Hardaway
Sol Lederman
Regarding the game community -- I do believe that there is much we can learn from how video games engage students but I'm not impressed by how most video games are too focused on mindless drilling.
Mike Monkowski
I disagree with the theme of Conrad Wolfram's talk, that the teaching of math should be replaced with the teaching of computer programming. The two fields overlap in many ways, but their fundamental concepts are quite different. The mathematical concepts have to be understood before they can be implemented as a computer program.
A good computer programmer is one who understands the domain to which the programming is being applied: engineering, finance, meteorology, music, and so on. To say that one could learn math by programming it, is equivalent to saying one could learn music by programming it. The fact that computers use binary arithmetic in their implementation is irrelevant. They use electric signals and solid state physics as well, but it would be folly to suggest that one could learn band theory simply by programming, without the background physics.
Salman Khan uses computers in a very different way. He uses computers as his medium, as a time machine for his lectures. He uses it for analysis of the students progress. I think Wolfram is held back by his view of computers as just powerful calculators. TED itself is an example that computers are much more than that.
I think to improve the teaching of math, you must first understand what the current problems are. Khan uses computers to fix the problem that one pace of teaching does not fit all. If that were the only problem, we'd be done now. Wolfram didn't really outline the problem that he was trying to fix, he just said that learning to calculate is a waste of time.
So what are the specific problems?