preordered

English

Verb

preordered

simple past tense and past participle of preorder

Adjective

preordered (not comparable)

(set theory, order theory, of a set) Equipped with a preorder.
- 1980, Johann Schröder, Operator Inequalities, Academic Press, page 8,
  Most of the theory of this section on linear order spaces (and cones) can be generalized to preordered linear spaces (and wedges).
- 1998, Ghanshyam B. Mehta, Chapter 1: Preference and Utility, Salvador Barbera, Peter Hammond, Christian Seidl (editors), Handbook of Utility Theory, Volume 1: Principles, Springer, page 30,
  It can be proved [see Herden (1989a,c, 1990, 1993a,b) and Herden and Mehta (1997a) that a continuous isotone (or strictly isotone) function defined on a closed subset K of a preordered topological space X has a continuous isotone (or strictly isotone) extension to a function g on X if and only if there is a separable system on X which satisfies certain "separation" conditions.
- 1999, Rafael Villarroel-Flores, Equivariant Homotopy Type of Categories and Preordered Sets, University of Minnesota, page 24,
  We remind the reader that the barycentric subdivision sd(P) of a preordered set P is the poset of chains in P, ordered by inclusion.

单词	preordered
释义	preordered English Verb preordered simple past tense and past participle of preorder Adjective preordered (not comparable) (set theory, order theory, of a set) Equipped with a preorder. 1980, Johann Schröder, Operator Inequalities, Academic Press, page 8, Most of the theory of this section on linear order spaces (and cones) can be generalized to preordered linear spaces (and wedges). 1998, Ghanshyam B. Mehta, Chapter 1: Preference and Utility, Salvador Barbera, Peter Hammond, Christian Seidl (editors), Handbook of Utility Theory, Volume 1: Principles, Springer, page 30, It can be proved [see Herden (1989a,c, 1990, 1993a,b) and Herden and Mehta (1997a) that a continuous isotone (or strictly isotone) function defined on a closed subset K of a preordered topological space X has a continuous isotone (or strictly isotone) extension to a function g on X if and only if there is a separable system on X which satisfies certain "separation" conditions. 1999, Rafael Villarroel-Flores, Equivariant Homotopy Type of Categories and Preordered* Sets, University of Minnesota, page 24, We remind the reader that the barycentric subdivision sd(P) of a preordered* set P is the poset of chains in P, ordered by inclusion.
随便看	vivificem vivificemini vivificemur vivificemus vivificent vivificentur vivificer vivificere vivificeris vivifices vivificet vivificetis vivificetur vivificherai vivificheranno vivificherebbe vivificherebbero vivificherei vivificheremmo vivificheremo vivifichereste vivificheresti vivificherete vivificherà vivificherò