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词汇 quintic
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Examples of quintic


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They showed that the quintic nonlinear term leads to a spatio-temporal complexity of wave fields.
Quadrinomial and quintic polynomial are used to describe the segments that connect the initial, intermediate, and final points in joint space.
The type of curves used are: a quintic polynomial, a cubic polynomial and a triangular function.
Even with such a simple initial void shape as a parabola, the implicit equation we have to solve for f is a quintic polynomial and must be solved numerically.
Wang4 describes a realtime quintic spline interpolator that generates a set of spline segments where du/ds = 1 over certain parameter ranges.
Solving the quintic by iteration.
In the contact and double support phase, a foot motion pattern on uneven terrain is produced by using a quintic polynomial considering angle, angular velocity, angular acceleration.
The quintic system (3.1) has a degenerate center at the origin because it is monodromic and 0 -time-reversible with respect to the involution 0 (x, y) = (x, -y).
If we wish to be able to specify the position, velocity, and acceleration at the beginning and end of path segment, a quadrinomial and quintic polynomial are required.
Quintic splines did not fare any better.
In other words, a quintic function is defined by a polynomial of degree five.
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Ruffini (1799) attempted a proof of the impossibility of solving the quintic and higher equations.
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The derivative of a sextic function is a quintic function.
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Some smooth but non-generic quintic threefolds have infinite families of lines on them.
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One of these is related to the original quintic by mirror symmetry.
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During this period he also made the first attempts at research trying to solve the quintic equation by radicals.
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His most famous single result is the first complete proof demonstrating the impossibility of solving the general quintic equation in radicals.
From
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