Specialization agreement - translation to arabic
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Specialization agreement - translation to arabic

Specialization preorder; Specialization order; Canonical preorder; Specialization quasiorder; Specialization map

Specialization agreement      
اتفاق على التخصص
Formal agreement         
LINGUISTIC CONCEPT; CHANGE OF THE FORM OF A WORD DEPENDING ON THE OTHER WORDS TO WHICH IT RELATES
Agreement (grammar); Concord (Grammar); Concord (grammar); Concord (linguistics); Grammatical agreement; Adjectival agreement; Person agreement; Formal agreement; Verb agreement; Subject-Verb Agreement in English; Subject verb concord; Gender agreement
اتفاق رَسَمَّي
antenuptial         
  • ''The Marriage Contract'' by Flemish artist [[Jan Josef Horemans the Younger]] c. 1768
WRITTEN CONTRACT ENTERED INTO BY A COUPLE PRIOR TO MARRIAGE OR A CIVIL UNION
Pre-nuptial agreement; Prenup; Prenuptial; Antenuptial (prenuptial) agreement; Antenuptial agreement; Pre-Nup; Pre Nup; Pre-nup; Prenuptial Agreement; Pre nup; Prenub; Pre-nuptial contract; Prenuptual agreement; Antenuptial; Prenuptials; Pre nuptial agreement; Premarital agreement; Marriage contract; Pre-Nuptial Agreement; Prenuptial agreements; Antenuptial contract; Divorce agreement; Prenupt; Prenuptial contract
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Definition

Gentlemen's agreement
·add. ·- An agreement binding only as a matter of honor; often, specif., such an agreement among the heads of industrial or merchantile enterprises, the terms of which could not be included and enforced in a legal contract.

Wikipedia

Specialization (pre)order

In the branch of mathematics known as topology, the specialization (or canonical) preorder is a natural preorder on the set of the points of a topological space. For most spaces that are considered in practice, namely for all those that satisfy the T0 separation axiom, this preorder is even a partial order (called the specialization order). On the other hand, for T1 spaces the order becomes trivial and is of little interest.

The specialization order is often considered in applications in computer science, where T0 spaces occur in denotational semantics. The specialization order is also important for identifying suitable topologies on partially ordered sets, as is done in order theory.