1) reflexivity
*自反
1.
The Inferior Subreflexivity of Subnormed Linear Space;
*自反
2) reflexive
自反
1.
Design and implementation of a reflexive workflow model;
*自反
2.
For the the binary relation R based on the nonempty finite set A, r(R) is usually called the relation R抯 reflexive closure , s(R) is its symmetric closure, and t(R) is its transitive closure.
*自反
3.
We investigate that if A is a subalgebra of B(X) such that A has a separating vectorx0, then A is 2-reflexive and it is also hyporeflexive.
*自反
3) self converse
自反
1.
It is constructed in this paper that a self converse oriented 4 cycle minimum covering design of order v for all integer v≥4 .
*自反
4) self-reflection
“自反”
1.
Knowledge Acquisition aims at illustrating that development of moral personality is not cultivated naturally,but depends on the cultivation and improvement of moral cognizance,while self-reflection is to indicate that moral character should be molded consciously and endure test in the contradiction movement of moral.
*自反
5) Self-reaction
自反应
6) self-reverse
自反转
1.
The fractal geometry includes not only the linear fractal problems, but those non-linear ones of irregular figures with self-reverse.
*自反
参考词条
补充资料：自反性
自反性
reflexivity
自反性[reflex州ty:pe如e砍”BH0cT“」 二元关系的一个性质.集合A上的二元关系(场-nary relation)R是自反的(re份xive)，如果对所有的a‘A有aRa.自反关系的例子有相等关系，等价关系，序关系.T.c.中呻aHoBa撰赵希顺译可驳公式[re加妞b.forlnl山;onponep狱”Ma，加pMy-，]，形式可驳公式(formally refutahlefo功叫da)，在给定公式系统中 其否定可以在给定系统中推导出的闭公式. B .H.fpH山班n撰【补注】给定逻辑系统中的闭公式A是形式可判定的(由c翻巨b比)(见可判定公式(de‘dable ror丽a3，’茹果A是可证的或可驳的.
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