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The Columbia Encyclopedia, Sixth Edition | 2008 | The Columbia Encyclopedia, Sixth Edition. Copyright 2008 Columbia University Press. (Hide copyright information) Copyright

curve in mathematics, a line no part of which is straight; more generally, it is considered to be any one-dimensional collection of points, thus including the straight line as a special kind of curve. In analytic geometry a plane curve is usually considered as the graph of an equation or function, and the properties of curves are seen to depend largely on the degree of the equation in the case of algebraic curves (i.e., curves with algebraic equations) or on the particular function in the case of transcendental curves (i.e., curves whose equations are not algebraic). For examples of plane curves, see circle ; ellipse ; hyperbola ; parabola . A twisted or skew curve is one that does not lie all in one plane, e.g., the helix, a curve having the shape of a wire spring. A thorough treatment of space curves requires the techniques of differential geometry .

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curve

The Concise Oxford Dictionary of English Etymology | 1996 | | © The Concise Oxford Dictionary of English Etymology 1996, originally published by Oxford University Press 1996. (Hide copyright information) Copyright

curve †curved XV; sb. short for curve line XVII. — L. curvus, app. rel. to Gr. kurtós curved, and further to circus CIRCLE, corōna CROWN.
So curve vb. XVII. — L. curvāre. curvature XV. — OF. or L.

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T. F. HOAD. "curve." The Concise Oxford Dictionary of English Etymology. 1996. Encyclopedia.com. 8 Nov. 2009 <http://www.encyclopedia.com>.

T. F. HOAD. "curve." The Concise Oxford Dictionary of English Etymology. 1996. Encyclopedia.com. (November 8, 2009). http://www.encyclopedia.com/doc/1O27-curve.html

T. F. HOAD. "curve." The Concise Oxford Dictionary of English Etymology. 1996. Retrieved November 08, 2009 from Encyclopedia.com: http://www.encyclopedia.com/doc/1O27-curve.html

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