An exterior space (X,τ,ε) consists of a topological space (X,τ) together with an externology ε. An open E which is in ε is said to be an exterior-open...

In mathematics, the exterior algebra or Grassmann algebra of a vector space V {\displaystyle V} is an associative algebra that contains V , {\displaystyle...

manifold, the exterior derivative extends the concept of the differential of a function to differential forms of higher degree. The exterior derivative was...

elements of an exterior power of the cotangent space at p. When the exterior algebra is viewed as a quotient of the tensor algebra, the exterior product corresponds...

describe the expansion; the way we define space in our universe in no way requires additional exterior space into which it can expand, since an expansion...

and exterior of a subset together partition the whole space into three blocks (or fewer when one or more of these is empty). The interior and exterior of...

the Star Trek franchise to use computer-generated imagery (CGI) for exterior space shots. Although a few other television series, like Babylon 5, were...

in general topology Exterior space Hausdorff space – Type of topological space Hilbert space – Type of topological vector space Hemicontinuity – Semicontinuity...

{Gr} (k,V)} under the Plücker embedding, relative to the basis in the exterior space ⋀ k V {\displaystyle {\textstyle \bigwedge }^{k}V} corresponding to...

nature, all have a similar conical exterior façade that is a landmark for the respective park. The original Space Mountain coaster opened in 1975 at Walt...

relationship between exhibition space and the surrounding space, and the exterior. It is characteristic for the spaces in Blaisse's work to merge via a...

or Hodge star is a linear map defined on the exterior algebra of a finite-dimensional oriented vector space endowed with a nondegenerate symmetric bilinear...

the church which creates more upward space, making the exterior space equally as dynamic as the interior space and creating a sense of coherence and...

Hardy space to be completely characterized by the spaces of inner and outer functions. One says that G(z)[clarification needed] is an outer (exterior) function...

expected to use this boundary to partition 2-dimensional space into an interior and exterior. Surface (3-dimensional) represented using a variety of strategies...

and was the second of the five versions of Space Mountain built by The Walt Disney Company. Its exterior façade is one of Disneyland's three "mountain"...

mathematics, an inner product space (or, rarely, a Hausdorff pre-Hilbert space) is a real vector space or a complex vector space with an operation called an...

horizontal subspace. If ϕ is a k-form on P with values in a vector space V, then its exterior covariant derivative Dϕ is a form defined by D ϕ ( v 0 , v 1 ...

design and use of living spaces; the house is unrestrained in its internal use Free design of the façade – separated exterior of the building is free from...

that the users of the building move freely from the interior space to the exterior space. The rectangle on the northeast portion of the site, called "the...

A space settlement (also called a space habitat, space stead, space city or space colony) is a settlement in outer space, sustaining more extensively habitation...

2021. Mattia, Joanna Di (2019-03-28). ""A Happy Sense of Solitude": Exterior Space in The Flavour of Green Tea over Rice (Yasujirō Ozu, 1952)". Senses...

of dwelling interiors with exterior spaces and the placement of windows to allow residents to naturally survey the exterior and interior public areas of...

atlas, as the patches naturally provide charts, and since there is no exterior space involved it leads to an intrinsic view of the manifold. The manifold...

aesthetic tradition, there is little distinction between interior and exterior space. The rectilinear lines and planes flow from outside to inside, with...

In geometry, exterior dimension is a type of dimension that can be used to characterize the scaling behavior of "fat fractals". A fat fractal is defined...

various spin-offs. While a TARDIS is capable of disguising itself, the exterior appearance of the Doctor's TARDIS typically mimics a police box, an obsolete...

{v} _{1}} yields the exterior algebra. A vector bundle is a family of vector spaces parametrized continuously by a topological space X. More precisely,...

aspects such as the spaceship and space suits. Cobb created hundreds of preliminary sketches of the interiors and exteriors of the ship, which went through...

inspect the exterior of the shuttle for damage to the thermal protection system. In 1969, Canada was invited by the National Aeronautics and Space Administration...