Examples of using Vector spaces in English and their translations into Bulgarian
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Medicine
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Ecclesiastic
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Ecclesiastic
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Computer
In mathematics, Functional analysis is concerned with the study of vector spaces and operators acting upon them.
concerned with the study of vector spaces and operators acting upon them.
In the modern view, functional analysis is seen as the study of complete normed vector spaces over the real or complex numbers.
by Peano in 1888; by 1900, a theory of linear transformations of finite-dimensional vector spaces had emerged.
In this paper Pless looks at dual vector spaces of countable dimension over a division ring
If A and B are linear operators on vector spaces U and V, then a linear operator A⊗
he decided to spend as much time as he could spare on further developing his ideas on vector spaces.
When a bijective linear mapping exists between two vector spaces(that is, every vector from the second space is associated with exactly one in the first),
When a bijective linear mapping exists between two vector spaces(that is, every vector from the second space is associated with exactly one in the first), we say that the two spaces are isomorphic.
When a bijective linear map exists between two vector spaces(that is, every vector from the second space is associated with exactly one in the first), the two spaces are isomorphic.
This has led to extensive studies of topological vector spaces beyond the familiar categories of Hilbert
Is a vector space over Q.
Let V be a vector space over a field k.
Sional as a vector space over K.
Is a vector space over the field C.
Kismet has an underlying, three-dimensional emotional space, a vector space, of where it is emotionally.
Let V be the vector space of n n matrices over the field R of real numbers.
C is a vector space over the field of real numbers.
Flight images, shuttle wallpapers, station vector, space backgrounds.
Planet images, earth wallpapers, stars vector, space backgrounds.