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Let E be a spherical cone in (Bbb{R}^{n}).
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The domain, Ω, is a spherical cone resulting from the intersection of two spherical caps defined by two concentric spheres of radius α and β and an infinite cone of half angle θ 0, whose apex lies at the Earth's center.
This joint exhibits an unprecedented range of motion: the origin of a coordinate frame attached to the output link of the joint can move on a spherical cone whose apex angle is 120° and this coordinate frame can be rotated around an axis passing through its origin and the center of the sphere.
One is a spherical shape of 12 boron atoms.
For example, there is a spherical law of sines and a spherical law of cosines.
The fruit is a spherical aggregate of achenes.
One of Ms. Lonning's pieces, a cone-shaped, black rattan basket big enough to hold a swaddled infant, is punctuated by ikat-style slashes of vivid color; more whimsical still is a spherical "hairy" vase, whose symmetrical protruding fibers evoke the geometry of a drawing made with a spirograph.
For n > 6, it is the caterpillar tree that yields the smallest ratio of spherical cone volumes vol NJ ⋂ BME /vol(BME) where NJ is the spherical cone volume of a union of the NJ cones and BME is the spherical cone volume of the BME cone for a fixed tree.
Let be a cone metric space, a normal cone.
Let P be a cone.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com