reflexive
英 [rɪˈfleksɪv]
美 [rɪˈfleksɪv]
adj. 反身的(词或词形)
BNC.27420 / COCA.20278
牛津词典
adj.
- 反身的(词或词形)
a reflexive word or form of a word shows that the action of the verb affects the person who performs the action- In ‘He cut himself’, ‘cut’ is a reflexive verb and ‘himself’ is a reflexive pronoun.
在He cut himself一句中,cut是反身动词,himself是反身代词。
- In ‘He cut himself’, ‘cut’ is a reflexive verb and ‘himself’ is a reflexive pronoun.
柯林斯词典
- ADJ 应激反应的;本能反应的;条件反射的
Areflexivereaction or movement occurs immediately in response to something that happens.- ...that reflexive urge for concealment.
想要躲藏起来的本能冲动
- ...that reflexive urge for concealment.
英英释义
noun
- a personal pronoun compounded with -self to show the agent's action affects the agent
adj
- referring back to itself
- without volition or conscious control
- the automatic shrinking of the pupils of the eye in strong light
- a reflex knee jerk
- sneezing is reflexive
双语例句
- Matrix to determine whether it is reflexive and symmetric, Discrete Mathematics in the binary relation.
判断矩阵是否是自反的,对称的,离散数学中的二元关系。 - Reflexive modernization and reflexive literary criticism theory
自反性现代化与文学批评理论的自反性 - A reflexive relation that is also transitive is a preorder.
满足传递性的自反关系称为预序关系。 - We can use language, for instance, and sometimes my use of language can be reflexive.
我们能运用语言,例如,有时我们所使用的语言可能有反射性。 - Computation of Constant of a Type of Reflexive Orlicz Space
一类自反Orlicz空间中常数的计算 - A binary relation on a set that is reflexive and symmetric is called a compatible relation.
一个集合上的二元关系,如果它是自反的也是对称的,可称它为相容关系。 - When you run queries against a table, you can use a reflexive relationship to create a self-join.
如果对表运行查询,则可使用自反关系创建自联接。 - The coreferential relation between a reflexive pronoun and its antecedent.
反身代词和它的先行词间的同一性关系。 - Complete the sentences below using the appropriate reflexive pronoun.
用合适的反身代词填空,完成下列句子。 - The definition of relation, relations properties about to reflexive and irreflexive, symmetric and antisymmetric and transitive, and its application in computer science has been recited.
介绍了关系的定义、关系的自反性和反自反性、对称性和反对称性、传递性五条性质,及其在计算机领域中的应用。
