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单词 gauss or gauss's characteristic equation
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Gauss or Gauss's characteristic equation
1. Mathematics. More fully Gauss or Gauss's characteristic equation. An equation expressing the curvature of a surface in terms of certain parameters of the surface.
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the world > relative properties > number > algebra > [noun] > expression > equation
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1828 Philos. Mag. 3 334 From this is immediately derived the characteristic equation of the surfaces capable of being evolved in a plane, namely..ddz/ dx2·ddz/ dy2 − (ddz/ dx·dy)2 = 0.
1871 S. Earnshaw Partial Differential Equations x. 101 This is the characteristic equation of developable surfaces. Its terms are not linear, but from its peculiar form it can be integrated by means of the above formulae.
1912 A. R. Forsyth Lect. Differential Geom. Curves & Surfaces v. 126 When the primitive of the characteristic equation is not known, it may happen that some special integral is known.
1959 T. J. Willmore Introd. Differential Geom. 305 Prove that..G is of the form Au2 + 2Bu + C... The Gauss characteristic equation..may be assumed.
2008 S. P. Radzevich Kinematic Geom. Surface Machining ii. 45 The property of surfaces that allows for sliding over can be interpreted in terms of fundamental forms if Gauss' characteristic equation and the Codazzi-Mainardi's relationships of compatibility are satisfied.
extracted from characteristic equationn.
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