Subsets definition of Subsets in the Free Online Encyclopedia.

subset

A group of commands or functions that do not include all the capabilities of the original specification. Software or hardware components designed for the subset will also work with the original. However, any component designed for the full original specification will not operate with the subset product. Contrast with superset.

subset

Maths

a. a set the members of which are all members of some given class: A is a subset of B is usually written A⊂B

b. proper subset one that is strictly contained within a larger class and excludes some of its members.

subset [′səb‚set]

(communications)

A telephone or other subscriber equipment connected to a communication system, such as a modem. Derived from subscriber set.

(mathematics)

A subsetAof a setBis a set all of whose elements are included inB.

A fuzzy setAis a subset of a fuzzy setBif, for every elementx, the value of the membership function ofAatxis equal to or less than the value of the membership function ofBatx.

Subset

A subset of a set A is any set each of whose elements belongs to A. For example, the set of all even numbers is a subset of the set of all integers. If the empty set is included among the sets, then by definition it is a subset of any other set. The set A itself and the empty set are sometimes called improper subsets, while the other subsets are called proper.

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No references found	These frames arise as subsets of the orbit of a square-integrable group representation. The homogeneous approximation property and the comparison theorem for ... by Grochenig, Karlheinz / Sampling Theory in Signal and Image Processing 1] be the family of all (1,2)-regular open subsets of X and let [B. Some properties on generalizations of Lindelof spaces in ... by Kavikumar, J.; Md Raji, Abd Wahid; Khamis, Azme / Advances in Theoretical and Applied Mathematics Abstract In this article, D-compactness for [tau]--products of subsets of a probabilistic normed space is studied. [tau]-Product of D-compact sets in probabilistic normed spaces by Alimohammady, M.; Pourmoslemi, A.R. / International Journal of Computational and Applied Mathematics	subscriber line subscriber loop subscriber multiple subscriber network subscriber set subscriber station Subscribers Telegraph System subscribing subscript subscripted variable Subscription subscription data base subscription television subsea apron subsealing subsellium Subsequence subsequent subsequent drainage subsequent fold subsequent stream Subsequent Valley subsere Subset Subset-Equational Language Subsets subshell Subshrubs Subsidence subsidence break subsidence inversion subsidiarity subsidiary conduit subsidiary fracture subsidiary transport Subsidiary Treaty Subsidy subsieve analysis subsieve fraction subsill subsine function subsistence farming Subsistence Level subsite subsoil subsoil drain subsoil ice Subsoil Plowing subsoil water subsolar point subsolvus	subservience subservience subserviences subserviences subserviencies subserviencies subserviency subserviency subservient subservient subservient Subservient tenement Subservient tenement Subservient tenement Subservient tenement subserviently subserviently subservientness subserving subserving Subsesqui- subset subset Subset Clauses Subset Cut Enumeration Technique Subset Cut Technique Subset High Performance Fortran Subset inclusion Subset inclusion Subset-equational language Subsets Subsextuple subshell subshell subshrub subshrub subshrubby subshrubs subshrubs Subsidance Subsidance Subsidance Subsidance Subsidaries Subsidaries Subsidaries Subsidary Subsidary Subsidary subside subside subside subside subside into subside into subsided subsided subsided into subsided into subsidence subsidence

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These frames arise as subsets of the orbit of a square-integrable group representation.

The homogeneous approximation property and the comparison theorem for ... by Grochenig, Karlheinz / Sampling Theory in Signal and Image Processing

1] be the family of all (1,2)-regular open subsets of X and let [B.

Some properties on generalizations of Lindelof spaces in ... by Kavikumar, J.; Md Raji, Abd Wahid; Khamis, Azme / Advances in Theoretical and Applied Mathematics

Abstract In this article, D-compactness for [tau]--products of subsets of a probabilistic normed space is studied.

[tau]-Product of D-compact sets in probabilistic normed spaces by Alimohammady, M.; Pourmoslemi, A.R. / International Journal of Computational and Applied Mathematics

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