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词汇 quadric
释义 quadric
noun[ C ]
 mathematics specializeduk /ˈkwɒd.rɪk/ us /ˈkwɑː.drɪk/
a curve or surface that is described by an equation (= a mathematical statement in which you show that two amounts are equal) that has at least one variable (= a number that can change) that is squared(= multiplied by itself)二次曲面;二次曲线
SMART Vocabulary: related words and phrases

Calculations & calculating
algebraic
algebraically
algo
algorithmic
amount
calculate
guesstimate
integration
interpolation
inverse function
linear equation
mathematical
matrix
miscalculate
miscount
operator
sum
sum total
triangulate
work something out

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Geometry: parts of geometrical shapes
quadric
adjective
 mathematics specializeduk /ˈkwɒd.rɪk/ us /ˈkwɑː.drɪk/
described by an equation(= a mathematical statement in which you show that two amounts are equal) that has at least one variable (= a number that can change) that is squared(= multiplied by itself):
a quadric surface
SMART Vocabulary: related words and phrases

Computer concepts
2FA
2SV
3-D printing
adaptive learning
additive manufacturing
haptics
HCI
hex
hexadecimal
hill climbing
infection
simulation
stack
telematic
telematics
telerobotics
teraflop
tether
texture
word processing

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Calculations & calculating

Examples of quadric


quadric
Another class of integrable billiard tables appears on quadrics.
Superquadrics are formed by incorporating additional parameters into the quadric equations to provide increased flexibility for adjusting object shapes.
A frequently used class of objects are the quadric surfaces, which are described with second-degree equations (quadratics).
The quadric is unbounded and the total measure of is infinite.
The image is a quadric, and is easily seen to contain two one-parameter families of lines.
From
Wikipedia

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Over the complex numbers this is a quite general non-singular quadric.
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The stereographic projection presents the quadric hypersurface as a rational hypersurface.
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A quadric is thus an example of an algebraic variety.
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The cylinder is a "degenerate quadric" because at least one of the coordinates (in this case) does not appear in the equation.
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The relative values of "a", "b", and "c" determine if the quadric describes an ellipsoid or a hyperboloid.
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The linear line complex and quadric line complex are the cases when the hypersurface has degree 1 or 2; they are both rational varieties.
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A simple ovoid in real 3-space can be constructed by glueing together two suitable halves of different ellipsoids, such that the result is not a quadric.
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Wikipedia

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The intersection of two quadric surfaces is in general a nonsingular curve of genus one and degree four, and thus an elliptic curve, if it has a rational point.
From
Wikipedia

This example is from Wikipedia and may be reused under a CC BY-SA license.
These examples are from corpora and from sources on the web. Any opinions in the examples do not represent the opinion of the Cambridge Dictionary editors or of Cambridge University Press or its licensors.
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