The outputs of these two evaluations which work out to be the marked price and actual discount amount , respectively are passed to a custom binary functor called 这两个计算（它们分别得出标签价格和实际的折扣值）的输出传递给名为
This paper defines homology monomorphism , homology epimorphism , homology regular morphism in the category of topological spaces with point by using homology functor 摘要利用同调函子，在点标拓扑空间范畴中定义了同调单态、同调满态、同调正则态射等概念。
It is showed that the loop space functor and the suspension functor preserve the properties of homotopy regular . and a series of homotopy equivalence spaces are constructed 摘要证明了闭路函子和同纬函子保持同伦正则性，同时构造出了一系列同伦等价的空间。
Functor can be thought of as a unary predicate with a single argument : it internally evaluates the wrapped binary predicate with two copies of the same argument 仿函数可以认为是一个带有一个参数的一元谓词：它在内部用同一个参数的两个副本计算包装的二元谓词。
That is , you need to compose a function that internally calls the first functor and streams the output of that evaluation as input into the evaluation of the second functor 就是说，需要组成一个函数，在内部调用第一个仿函数并将计算的输出流作为第二个仿函数的计算的输入。
The apache commons functor libraries comprise a vast collection of basic constructs that can be re - used in complex usage scenarios involving closures and higher order functions Apache commons functor库包括大量基本构造，可以在涉及闭包和高阶函数的复杂使用场景中重复使用。
Functor s evaluation always returns a constant value whatever was input during its construction , irrespective of the argument passed in with any evaluate message that may be sent to it at a later time 仿函数的计算总是返回一个常量值（即在其构造时输入的值） ，不管以后任何计算消息中传递给它的参数是什么值。
This paper systematically expounds the concrete forms and relevant problems of the coordinate functor and momentum functor in the coordinates and momentum presentations by way of the function and dirac notation 摘要本文利用函数，采用狄拉克符号，系统的阐述了坐标算符和动量算符分别在坐标和动量表像中的具体形式及相关问题。
The hermitian forms plays an important role in the k - theory of forms , while it is necessary to discuss the general hermitian groups and its elementary subgroups for studying the at , - functor and k2 - functor of the hermitian forms 厄米特型在型的k -理论中占有重要的地位，而讨论一般厄米特群及其基本子群是研究厄米特型的k _ 1 -函子和k _ 2 -函子所必须的。
By constructing two functor , we have proved a representation theorem of the category stml that the category stml is equivalent with the category fsts , where fsts is consisted of - fuzzifying scott topological spaces and the mappings which are preserving directed - join and way - below relation and continuous . besides , the category stml ( c ) has been discussed , where c is a subcategory of the category of the completely distributive lattices and gohs , c , morphisms are ( 1 , 2 ) - smooth continuous goh 构造性地给出一对函子，并以此证明了范畴stml ( l )的一个表示定理，即范畴stml ( l )与范畴fsts ( l ) (由l - fuzzifyingscott拓扑空间与保定向并和way - below关系的l - fuzzifying连续映射所构成的范畴)等价。
