hypervolume造句
例句与造句
- Does anyone know the formula for the hypervolume of an 8-sphere?
- :: : : : I've read of hypervolume in a math context quite a few times.
- A more general " constructive hypervolume " allows for modeling multidimensional point sets with attributes ( volume models in 3D case ).
- :x 4 is the hypervolume of a tesseract, and x 5 a five-dimensional hypercube, and so on.
- While bounded hypervolume is a useful insight, the more important idea of definite integrals is that they represent total quantities within space.
- It's difficult to find hypervolume in a sentence. 用hypervolume造句挺难的
- In terms of side length, what's the hypervolume of each of the regular polychora ?-- talk ) 19 : 51, 3 August 2010 ( UTC)
- Couldn't some other hypermaterial have the same energy per unit volume but different " per unit hypervolume " properties of the same thing being measured ( such as a potential energy for some hypothetically useful application )?
- :From Hypersurface : " Suppose an enveloping manifold M has n dimensions; then any submanifold of M of n " 1 dimensions is a hypersurface . " So would the correct term be the hypervolume of the object's hypersurface ? talk ) 16 : 05, 27 April 2016 ( UTC)
- A 4D hypercone may be constructed analogously : by stacking progressively smaller balls on top of each other in the 4th direction until they taper to a point, or taking the hypervolume swept out by a tetrahedron standing upright in the 4th direction as it rotates freely about its base in the 3D hyperplane on which it rests.
- Multiple integrals extend the dimensionality of this concept : assuming an-dimensional analogue of a rectangular Cartesian coordinate system, the above definite integral has the geometric interpretation as the-dimensional hypervolume bounded by and the axes, which may be positive, negative, or zero, depending on the function being integrated ( if the integral is convergent ).
- There are various ways to define this filter function, and a simple one that works for univariate or multivariate samples is called the'lowest contiguous hypervolume filter'; I _ { \ vec { A } } ( \ vec { t } ) is chosen such that the only accepted frequencies are a contiguous subset of frequencies surrounding the origin for which | \ hat { \ varphi } ( \ vec { t } ) | ^ 2 \ ge 4 ( N-1 ) N ^ {-2 } ( see for a discussion of this and other filter functions ).