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* [[Ovoid]], an egg-shaped curve ...

...[H tree]], the [[Hilbert curve]], the [[Heighway dragon]], and the [[Peano curve]]. ...etry)|plane]] two dimensions, but, for example, the boundary of the Gosper curve has in a sense a dimension of about 1.13, the Apollonian gasket has a dimen ...

...]] surrounding the missing point cannot be continuously mapped to a closed curve ''not'' surrounding it. This "defect" can be addressed by adding an extra ...ennisBallTheorem.html tennis ball theorem]", that any nontrivial spherical curve dividing a sphere into two spherical surfaces of equal [[area]] must have a ...

{{About|the geometric curve}} ...one-dimensional manifold. Any [[simplicity|simple]] [[closure|closed]] [[curve]] is [[homeomorphy|homeomorphic]] to a circle. This includes any [[simple ...

...x)</math> is simply the integral of the difference of the areas under each curve, <math>\int \left ( f(x) - g(x) \right ) dx</math>. ...

...jections propose that technological progress follows an exponential growth curve which will eventually lead to a [[technological singularity]], a point at w ...

Thorgh's ability to curve space is responsible not only for preventing its own catastrophic collapse ...

...t out that with the limitations of the data a [[logistic function|logistic curve]] is at least as likely a fit, implying that the growth of proportion of su ...