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Shapes that have reach infinity include | title = Geometric measure theory ...

[[Category:Geometric shapes]] ...

{{Short description|Geometric shape}} ...m.1998.0064 |pmid=17883208 |s2cid=39585695 |issn=1522-9602 }}</ref> — is a geometric shape resembling an [[oblate spheroid]] with two [[wikt:concavity|concaviti ...

[[Category:Eponymous geometric shapes]] ...

...[[Intersection (set theory)|intersection]] of <math>X</math> and geometric shapes such as disks and axis-parallel rectangles. The goal is to select a ''minim ...same range space <math>\Sigma</math>, a closely related problem is the '''geometric hitting set problem''', where the goal is to select a ''minimum-size'' subs ...

{{Short description|Geometric shape of rectangle and two semicircles}} A '''stadium''' is a two-dimensional [[geometric shape]] constructed of a [[rectangle]] with [[semicircle]]s at a pair of op ...

{{Short description|Geometric figure which circumscribes a circle}} ...tics]] and particularly in [[elementary geometry]], a '''circumgon''' is a geometric figure which [[circumscribed circle|circumscribes]] some [[circle]], in the ...

...cluding methods for efficiently computing the [[Fréchet distance]] between shapes. He was also the first to use the German phrase "Algorithmische Geometrie" ...with Michael Godau on using Fréchet distance to measure the similarity of shapes (announced at the 1992 symposium and published in a 1995 journal paper) was ...

{{Short description|Three-dimensional geometric shape}} [[Category:Geometric shapes]] ...

...es, spheres and cones), pre-defined shapes (such as staircases), or custom shapes (such as prisms and other [[polyhedra]]).<ref>{{Cite book | author=Finney, In order to describe these shapes mathematically, each brush is made up of planes that define its boundaries. ...

{{Short description|Geometric shape}} In [[geometry]], a '''lemon''' is a [[geometric shape]] that is constructed as the [[surface of revolution]] of a [[circula ...

...unded, and the number of shapes that do not belong to any subset (i.e. the shapes intersected by the separator itself) is small. When a geometric separator exists, it can be used for building divide-and-conquer algorithms ...

...ferent shapes, learns their names, and learns how to discriminate from the shapes. ...triangles : Different triangles are put together to form various shapes. Shapes made with the triangles include the parallelogram, hexagon, rhombus, and tr ...

[[Category:Geometric shapes]] ...

[[Category:Geometric shapes]] ...

...dium (geometry)|stadium]] of revolution''', is a basic three-dimensional [[geometric shape]] consisting of a [[cylinder (geometry)|cylinder]] with [[Sphere#Hemi ...zation of Distinct Element Method to tridimensional particles with complex shapes ...

[[Category:Geometric shapes]] ...

[[Category:Eponymous geometric shapes]] ...

{{Short description|Form of magic squares using shapes}} ...''. A geomagic square, on the other hand, is a square array of geometrical shapes in which those appearing in each row, column, or diagonal can be fitted tog ...

[[Category:Geometric shapes]] ...