Приклади вживання Subspace Англійська мовою та їх переклад на Українською
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Subspace Emissary.
Take a≠ 0, a vector that is orthogonal to this subspace.
These subspaces increase with n.
We use methods for the investigation of problems with operators of pseudomonotone(on a subspace) type.
Subspace Land: Dark lessons with a hot brunet….
Every topological space is a subspace of a separable space of the same cardinality.
The subspaces(hereinafter, for convenience, referred to simply as spaces) are divided into two groups-"traditional" and"modern.".
For our project,such differences can create completely different subspaces, significant in a local perspective.
On that subspace, the covariance is exactly the L2 inner product of real-valued functions on the sample space.
I was disappointed at theway you have the qst recursively overlapping- subspace in frame B is superspace in frame C….
If M is a closed linear subspace of the Banach space X, then the quotient space X/ M is again a Banach space.
Box used only during the manufacturing facility, and then removed(this subspace is close to the reception number 34).
In relation to any given subspace(base or layer), any other subspace, included in the enclosing space, is always in the imaginary field.
The corresponding trance-like mentalstate is also known as"subspace" and is regularly described as very comforting.
Just associate Hi with the point where it crosses the linejoining xi to the closest point in the closure of S and a normalized basis for its subspace S.
That quotient vector space is isomorphic to the subspace of random variables with finite second moment and mean zero;
The standard ways of circumventing relativity in 1950s and1960s science fiction were hyperspace, subspace and spacewarp.
Therefore, in this study specific subspaces are defined by specific semantic, narrative or material points, important in each specific case.
The proof proceeds by defining how the total Hilbert space H can be split into two parts, HA and HB,describing the subspaces accessible to Alice and Bob.
Hence there is an(n-1) dimensional subspace S of ℜn perpendicular to the line segment joining c and x, and there is a hyperplane passing through the midpoint of the line segment and parallel to S.
Every nontrivial proper rotation in 3dimensions fixes a unique 1-dimensional linear subspace of R3 which is called the axis of rotation(this is Euler's rotation theorem).
Therefore, here the division into subspaces is not determined by a wider division into global,"massive" types of production modes, where we would have three principal horizons- early modern, capitalist, and socialist.
Where ri form the orthogonal basis with respect to standard inner product, and pi form the orthogonal basis with respect to inner product induced by A. Therefore,xk can be regarded as the projection of x on the Krylov subspace.
Expressed geometrically, the law of inertia says that all maximal subspaces on which the restriction of the quadratic form is positive definite(respectively, negative definite) have the same dimension.
Accordingly, in the case of this particularstudy of a specific district, we can speak about some conditional subspaces tied to significant(locally) variations of modes of production, more global in the spatial and temporal scale.
In mathematics, a complex line is a one-dimensional affine subspace of a vector space over the complex numbers.[1][2] A common point of confusion is that while a complex line has dimension one over C(hence the term"line"), it has dimension two over the real numbers R, and is topologically equivalent to a real plane, not a real line.[3].
Sakurai chose to use these trailers, which benefit from Internet sharing,as opposed to including a story campaign similar to the Subspace Emissary mode featured in Brawl, as he believed the impact of seeing the mode's cinematic cutscenes for the first time was ruined by people uploading said scenes to video sharing websites.
In either case, every finite subgraph of G corresponds to a compact subspace of the topological space, and every compact subspace corresponds to a finite subgraph together with, in the Hausdorff case, finitely many compact proper subsets of edges.