Curve
Curve For other senses of this word, see curve (disambiguation). In mathematics, the concept of a curve tries to capture the intuitive idea of ... is about the general theory. The term curve is also used in ways making it ... synonymous with mathematical function (as in learning curve), or graph of a function (Phillips ...
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Talk:Curve
Talk:Curve Older discussion at Talk:Curve/archive1 I rewrote the article to focus on the curve definition used in differential geometry. I think ... definition. I moved the topological definition of curve to the end of the article. The ... and the common definitions like regular, jordan curve etc. I removed the following from ...
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Curve tracing   (translated from German)
Curve tracing Under Curve tracing one understands in that Mathematik the ... similar characteristics. The results of such a curve tracing facilitate the preparation for one Sketch ... Around the bend points of a constantly differentiable function f to find, one sets first ... points Those Turning points a twice constantly differentiable function f are the bend points ...
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Curve integral   (translated from German)
Curve integral That Way integral or Curve integral extends the usual integral term for ... n \rightarrow \mathbb{R} along constantly differentiable by the piece Weges $\backslash gamma\backslash colon\; ...\; a\; likewise\; in\; such\; a\; way\; parameterized$curve so: $\backslash int\_\backslash gamma\; \backslash mathbf\{f\}(\backslash mathbf\; ...\; same\; Bild\; ,\; they\; parameterize\; thus\; the\; same$curve in the same direction, then the ...
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Koch curve
Koch curve The first four iterations of the Koch snowflake. The Koch curve. The Koch Curve is a mathematical curve, and one of the earliest fractal curves ... Koch Star) is the same as the curve, except it starts with an equilateral ...
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Parametric curve (Graphics wiki)
Parametric curve A parametric curve γ(t) in R n is one ... i.e. γ is r times continuously differentiable is called a parametric curve of class C r or a C r parametrization of the curve γ. t is called the parameter ...
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Length of curve   (translated from German)
Length of curve This article requires a revision. Details are ... Geometrie one understands by that Length of curve the way along one Kurve from a ... one point clearly. One can describe the curve with any variable, from which the radius ... math> depends, but only the length of curve $s$ the characteristic has curve of a function between two x- ...
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Jordan curve   (translated from German)
Jordan curve Jordan curves are after Camille Jordan designated mathematische Curves. Definition One Jordan curve in euklidischen area $\backslash mathbb\{R\}^n\; ...\; for\; n\; =\; 2)\; is\; a\; simply\; closed$curve. Another definition is: The picture of the ... math> under one Homoeomorphismus is called Jordan curve. Is that Away $\backslash varphi$ given ... simply closed way or Jordan way. A curve, which can be parameterized by a ...
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Talk:Curve/archive1
Talk:Curve/archive1 < Talk:Curve There should also be an article about Curve the band and a link on this page saying "Curve can also refer to a band..." Then ... on this article. 1. The definition of curve is incorrect. A curve is not ...
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Pfaff form   (translated from German)
... tangent vectors of in U lying, constantly differentiable curves at the point $\backslash vec\; p\; ...\; point$ \backslash vec\; p$the\; constantly$differentiable curve $\backslash vec\; \backslash phi\; \backslash left(t\; \backslash right)\; =\; \backslash vec\; ...\; R\}^n$. The existence of the curve $\backslash vec\; \backslash phi$ in $U\; ...\; so-called\; Kronecker\; delta\; Definition\; of\; the$curve integral Is $\backslash vec\; \backslash varphi:\; \backslash left[\; ...$
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