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A MATHEMATICIAN once told me that when long, complicated equations work, they give off a resonant, almost aural ping!
With techniques for translating complicated equations into 'sums of squares,' Pablo Parrilo helps make sense of previously insoluble problems.
You detect layers of flavor, complicated equations of alkalinity and suspended fat, and yet, and yet: they have nuance and dimension, but no impact.
Two of these candidates, who study Natural Sciences and Medicine, are also seen performing complicated equations in order to win a place on their chosen courses.
For some scientists, like those who divide the globe into a fine grid to calculate approximate numerical solutions to horrendously complicated equations describing weather dynamics, this is a convenient metaphor.
Engineers at Tintaya work in cubicles, each with a late-model I.B.M. ThinkPad attached to a nineteen-inch L.C.D. monitor, their whiteboards covered with dizzying graphs, parabolas, and complicated equations.
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A good number of various turbulence models, from algebraic zero-equation to complicated two-equation low Reynolds number k ε models, have been incorporated in a 2D numerical code.
Since circuit design deals with highly complicated nonlinear equations, obtaining optimal solution of these equations due to particular constraints in short time and disregardable error is of prime concern.
Since circuit design deals with highly complicated nonlinear equations, obtaining optimal solution of these equations due to particular constraints in short time and acceptable error is of prime concern.
Parrilo has developed a battery of techniques for rewriting complicated nonlinear equations — much more complicated than x2 – 2xy + y2 < 0 — as "sums of squares" — where a "square" is an expression like (x – y 2.
Theoretical chemists make extensive use of computers to help them solve complicated mathematical equations.
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