网络释义 1. 等价类 离散数学复习_重剑陌路客_新浪博客 ... Equivalent 等价量Equivalence Classes等价类Partitions 分割 ... blog.sina.com.cn|基于23个网页 2. 等价类技术 等价类技术(Equivalence Classes)侧重于识别输入数据的不同分组,每组中的所有数据都会使得待测的应用软件产生完全相 … ...
Equivalent Structures on Sets: Equivalence Classes, Partitions and Fiber Structures of Functions. Educational Studies in Mathematics, 62(2), 127-147.Hamdan, M. (2006). Equivalent structures on sets: Equivalence classes, partitions and fiber structures of functions. Educational Studies in Mathematics, ...
a number field in which you can enter a value from 1 through 999. The valid equivalence class is >=1 and <=999. The two invalid equivalence classes are >1 and >999.
Part 3 Equivalence relations 等价关系与偏序关系
Related to Equivalence relations:Equivalence classes equivalence relation n. A reflexive, symmetric, and transitive relationship between elements of a set, such as congruence for the set of all triangles in a plane. American Heritage® Dictionary of the English Language, Fifth Edition. Copyright ©...
The most common example of this is to consider an equivalence relation on X, with Y the set ofequivalence classesand f the natural projection map. 最常見的例子是考慮一個X上的等價關係,Y 是等价类成的集合,而f是X到Y的正規投影。 LASER-wikipedia2 ...
The finding of delayed emergence of consistent responding suggests that even the slightest tendency toward responding that partitions the stimuli into the experimenter-planned equivalence classes may evolve into consistent responding in accord with those classes. 展开 ...
An equivalence relation on a set S is a relation on S that is reflexive, symmetric, and transitive. It turns out that partitions induce equivalence relations and equivalence relations induce partitions in a very natural way. Answer and Explanation: 1 B...
Comparison of fuzzy partitions based on their α-cuts Fuzzy Sets Syst. (1999) D. Butnariu Additive fuzzy measures and integrals i J. Math. Anal. Appl. (1983) M. Ćirić et al. Fuzzy equivalence relations and their equivalence classes Fuzzy Sets Syst. (2007) Q. Feng et al. Hierarchi...
Then, the equivalence classes coincide with the orbits under this action, so two objects are equivalent if and only if they belong to the same orbit of G on ΩΩ [2]. The efficiency of some algorithms depends mostly on the order of the group G, and if it is too large, the ...