(BDSM) The psychological state of the submissive or 'bottom' during sadomasochistic activity. Definition 2 A subspace W V of a vector space V is a subset that is closed. A subset U of a vector space V is called a subspace, if it is non-empty and for any u, v U and any number c the vectors u + v and cu are are. If S X, the linear span of S is the intersection of. defined two operations, called addition + and scalar multiplication. If W is a vector space with respect to the operations in V, then W is called a subspace. (science fiction) Any (often unspecified) method of communicating faster than light. A subset Y X is a linear subspace of X if Y is a itself a linear space, i.e. Definition: Let V be a vector space and W a non-empty subset of V. The zero subspace of V is, consisting of only the zero vector, is also a subspace of V, called the zero subspace. Definitions (mathematics) A subset of a space which is a space in its own right. We use the notation S ≤ V to indicate that S is a subspace of V and S < V to indicate that S is a proper subspace of V, that is, S ≤ V but S ≠ V. Definition 1.5.1 A subspace of a vector space V is a subset S of V that is a vector space in its own right under the operations obtained by restricting the operations of V to S.
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