But even with monads, managing state is difficult& so don't try. 但是即使用了单体,管理状态也是困难的&所以不要尝试这样做。
As I mentioned earlier, monads can represent changes in state. 正如我在前面提到过的,单体可以表示状态的变化。
Functions known as monads are used to express changes in state mathematically, and functional languages such as Haskell tend to use monads to process input/ output and manage changes in state. 函数叫做单体(monad),被用来以数学方式表达状态的变化,而Haskell这样的函数性语言则用单体来处理输入/输出并管理状态中的变化。
All monads are in a "pre-established harmony" with each other and with God, the supreme monad. 所有Monad的是,在一份“预先确定的和谐”相互之间以及与上帝,最高人民法院单子。
These monads are the real atoms of nature and, in a word, the elements of things. 单子是自然的真正原子,即事物的元素。
We haven't used the state monad, but there are lots of other useful monads. 我们没有使用过statemonad,但是用过许多其他很有用的monads。
Monads are not material, like atoms; Monad的不是物质,如原子;
Leibniz's philosophical concern is with ultimate particles of matter, which he called monads. Leibniz的哲学着眼于物质的最终的微粒,这些微粒他称为单子。
Functional programmers will be happy to hear that Futures are Monads now, complete with map and flatMap methods which allow to use Scala's for comprehensions ( from the docs) 听到Futures现在是一元的消息,函数式编程开发者会很高兴,并且还有map和flatMap方法,让他们可以使用Scala的for语法(据文档所说)
Study on Killing Monads in Ballast Water by Hydroxyl Radicle Pharmaceuticals 羟基药剂杀灭压载水单胞生物研究
The Design of the Pure Functional I/ O File System Based on Monads 基于Monad的纯函数式语言文件系统设计
Studies on biochemistry process of killing red tide monads by hydroxide radical 羟基对赤潮单胞生物的致死生化过程
A description method of non-deterministic process networks based on monads 基于Monad的非确定性进程网描述方法
Pure functional programming based on monads 基于Monad的纯函数式程序设计
The monads in fuzzy topological space and their approach principles 模糊拓扑空间中的单子及其逼近原理
Leibniz is the founder of rational esthetics in Germany. His esthetic thought is based on his philosophy of monads. 莱布尼茨作为德国理性主义美学的奠基者,其美学思想是以单子论的哲学体系为基础的。
Owing to the self-closeness of monads, no factual communication occurs among them. 由于单子自身的封闭性,各单子之间没有实际的沟通。
Monads serve as the basis for adding other features to a pure functional language, such as exception, state and I/ O. Monad作为构造纯函数式语言的工具,能构造出诸如错误处理、状态、I/O等非纯函数式语言的特征。
Methods In the enlargement model used transfer principle, the topology is defined by the monads of neighborhood. 方法在扩大模型下,利用转换原理,通过定义邻域系单子给出拓扑的定义。