Terence Tao Solving Mathematical Problems

Terence Tao Solving Mathematical Problems-8
Het is echter in een enkel geval mogelijk dat door omstandigheden de bezorging vertraagd is.Bezorgopties We bieden verschillende opties aan voor het bezorgen of ophalen van je bestelling.‘‘When I was growing up, I knew I wanted to be a mathematician, but I had no idea what that entailed,’’ he said in a lilting Australian accent.

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Welke opties voor jouw bestelling beschikbaar zijn, zie je bij het afronden van de bestelling.

his April, as undergraduates strolled along the street outside his modest office on the campus of the University of California, Los Angeles, the mathematician Terence Tao mused about the possibility that water could spontaneously explode.

Even those who experience great success through their college years may turn out not to have what it takes.

The ancient art of mathematics, Tao has discovered, does not reward speed so much as patience, cunning and, perhaps most surprising of all, the sort of gift for collaboration and improvisation that characterizes the best jazz musicians.

And in the process, he will have also solved the Navier-­Stokes global regularity problem, which has become, since it emerged more than a century ago, one of the most important in all of mathematics.

Tao, who is 40, sat at a desk by the window, papers lying in drifts at the margins.

Tao, by contrast, is, as one colleague put it, ‘‘super-normal.’’ He has a gentle, self-­deprecating manner.

He eschews job offers from prestigious East Coast institutions in favor of a relaxed, no-drama department in a place where he can enjoy the weather.

It would be built not of rods and gears but from a pattern of interacting currents.

As he talked, Tao carved shapes in the air with his hands, like a magician.

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