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Subspace

   Also found in: Dictionary/thesaurus, Acronyms, Wikipedia 0.01 sec.
subspace [′səb‚spās]
(mathematics)
A subset of a space which, in the appropriate context, is a space in its own right.
Subspace 

in mathematics, a set Pʹ of elements of a space P that is itself a space in the same sense as P. For example, every set of elements of a metric space is a metric subspace. In a three-dimensional vector space R3, any line or plane is, respectively, a subspace R1 and R2 of R3
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These methods are based on the subspace algorithm [5], which utilizes the orthogonality between the channel matrix and the Sylvester matrixformed noise subspace.
A novel blind channel estimation for a 2x2 MIMO system by Liu, Xia; Bialkowski, Marek E.; Wang, Feng / International Journal of Communications, Network and Systems Sciences (IJCNS)
Over the course of nine chapters they discuss field extensions, algebraic numbers, algebraic geometry, height functions, the abc-conjecture and its generalizations, Roth's theorem and the corresponding Nevanlinna's second main theorem on meromophic functions on C, the Schmidt subspace theorem and its generalization, Modell-Faltings theorem, Bombieri-Lang's conjecture related to pseudo canonical varieties, Vojta's conjectures on height inequalities, and L-functions.
Distribution theory of algebraic numbers by SciTech Book News
In Section 4 a perfect reconstruction formula for elements of some subspace of localization space is derived.
A generalized sampling theorem for frequency localized signals by Hammerich, Edwin / Sampling Theory in Signal and Image Processing
 
 
 
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