monadic
简明释义
adj. 单细胞生物的;单孢体的
英英释义
单词用法
单一逻辑 | |
单一结构 | |
单一绑定 | |
单一代数 | |
单一演算 | |
单一方法 |
同义词
反义词
多元的 | In a polyadic function, multiple inputs can be processed simultaneously. | 在一个多元函数中,可以同时处理多个输入。 | |
多值的 | A multi-valued logic system allows for more than two truth values. | 多值逻辑系统允许超过两个真值。 |
例句
1.Note, that by just mechanically converting side-effecting code to a monadic style you gain nothing.
注意,这只是机械地将副作用的代码到你没有获得一元的风格。
2.This book studies the relationship between automata and monadic second-order logic, focusing on classes of automata that describe the concurrent behavior of distributed systems.
这本书的研究与自动机和一元二阶逻辑关系,对自动机类重点描述分布式系统的并发行为。
3.Modular monadic slicing for programs with Pointers.
含指针程序的模块单子切片。
4.To use monadic means is difficult to correctly locate hidden water flowing subsided columns.
目前单一探测手段难以准确探测隐伏导水陷落柱。
5.Likewise, a monadic programming style enables us to encode exceptions and state in a legible, compositional manner.
类似地,单质编程风格帮助我们用一种清晰的、组合的方式来描述异常和状态。
6.There's no deep programming here-no need for object-orientation, monadic application, co-routines, or other subtleties.
这里并没有涉及到很深的编程技术,不需要面向对象、单体应用程序、协同例程,或者其他巧妙的技术。
7.Applying theory to specific cases to analyse ideogical method of transformation of several problems, briefly problems the principle and significance of transformation method in monadic calculus.
扼要论述了化归的原则及意义,从理论和实例分析讨论了一元微积分中若干典型问题化归的基本方法。
8.How to use an Alex monadic lexer with Happy?
如何使用一个亚历克斯一元词法分析器与快乐吗?
9.Because traditional program slicing methods lack modularity and flexibility, we had proposed a new formal method for program slicing-modular monadic slicing.
因目前切片方法缺乏模块性和灵活性,我们实验室曾提出一种新的形式化切片方法——模块单子切片。
10.A monadic approach can help manage state in a functional program.
一种单态的方法可以帮助管理函数程序中的状态。
11.The concept of monadic types allows for the chaining of operations in a clear manner.
单态的类型概念允许以清晰的方式链接操作。
12.Understanding monadic composition can greatly enhance your coding skills.
理解单态的组合可以大大提高你的编码技能。
13.In functional programming, a monadic structure is used to handle side effects in a pure way.
在函数式编程中,单态的结构用于以纯粹的方式处理副作用。
14.Many programming languages implement monadic patterns to simplify asynchronous operations.
许多编程语言实现单态的模式以简化异步操作。
作文
In the realm of philosophy and computer science, the term monadic (单子论的) plays a crucial role in understanding how we can structure our thoughts and processes. The concept originates from the philosophical idea of a 'monad,' which refers to a singular unit or entity that encapsulates its own existence and properties. In programming, particularly in functional programming languages like Haskell, monadic structures provide a way to handle computations that involve side effects, such as state changes or input/output operations, while maintaining a pure functional approach.To better understand the significance of monadic structures, let’s consider an example from everyday life. Imagine you are planning a trip. You have several tasks to complete: booking flights, reserving hotels, and creating an itinerary. Each of these tasks can be seen as a separate computation that needs to be executed in a specific order. If we were to represent this planning process using a monadic approach, we would encapsulate each task within a monad, allowing us to chain these tasks together in a seamless manner.The beauty of using monadic structures lies in their ability to manage complexity. By wrapping each task in a monad, we can easily handle errors or unexpected outcomes without disrupting the entire process. For instance, if a flight booking fails, the monadic structure allows us to gracefully handle the failure and potentially retry the operation or inform the user, all while keeping the rest of the trip planning intact.Furthermore, monadic structures promote a more declarative style of programming. Instead of focusing on the step-by-step implementation details, developers can express what they want to achieve at a higher level. This abstraction not only makes the code cleaner and easier to read but also enhances maintainability. As projects grow in size and complexity, the use of monadic patterns can significantly reduce the cognitive load on developers, allowing them to focus on solving problems rather than getting bogged down in the minutiae of control flow.In addition to their practical applications in programming, monadic concepts also have philosophical implications. They challenge us to think about the nature of existence and individuality. Just as a monad is a self-contained unit, individuals in society often operate as independent entities, each with their own experiences and perspectives. This analogy can lead to deeper discussions about autonomy, interdependence, and the interconnectedness of all things.In conclusion, the term monadic (单子论的) embodies a rich tapestry of ideas that span both philosophy and computer science. Its application in functional programming allows for elegant solutions to complex problems, promoting a cleaner and more maintainable codebase. At the same time, it invites us to reflect on the nature of existence and individuality in our lives. As we continue to explore the implications of monadic structures, we open ourselves up to new ways of thinking and problem-solving, both in technology and in our understanding of the world around us.
在哲学和计算机科学领域,术语monadic(单子论的)在理解我们如何构建思想和过程方面起着至关重要的作用。这个概念源于哲学中的“单子”这一思想,指的是一个封闭自身存在和属性的单一单位或实体。在编程中,特别是在像Haskell这样的函数式编程语言中,monadic结构提供了一种处理涉及副作用的计算的方法,例如状态变化或输入/输出操作,同时保持纯函数式的方法。为了更好地理解monadic结构的重要性,让我们考虑一个来自日常生活的例子。想象一下你正在计划一次旅行。你有几个任务需要完成:预订航班、预定酒店和制定行程。每个任务都可以看作是一个需要按特定顺序执行的独立计算。如果我们用monadic方法来表示这个计划过程,我们将把每个任务封装在一个单子中,从而允许我们以无缝的方式将这些任务串联起来。使用monadic结构的美在于它们能够管理复杂性。通过将每个任务包装在一个单子中,我们可以轻松处理错误或意外结果,而不会干扰整个过程。例如,如果航班预订失败,monadic结构允许我们优雅地处理失败,并可能重试该操作或通知用户,同时保持其余旅行计划的完整性。此外,monadic结构促进了更具声明性的编程风格。开发人员可以在更高的层面上表达他们想要实现的目标,而不是专注于逐步的实施细节。这种抽象不仅使代码更清晰、更易读,而且增强了可维护性。随着项目规模和复杂性的增长,使用monadic模式可以显著降低开发人员的认知负担,使他们能够专注于解决问题,而不是被控制流的琐事所困扰。除了在编程中的实际应用,monadic概念也具有哲学意义。它们挑战我们思考存在和个体性的本质。正如单子是一个自包含的单位,社会中的个体往往作为独立实体运作,每个个体都有自己的经历和观点。这种类比可以引发更深层次的讨论,关于自主性、相互依赖性和万物的相互联系。总之,术语monadic(单子论的)蕴含着丰富的思想网络,涵盖了哲学和计算机科学。它在函数式编程中的应用为复杂问题提供了优雅的解决方案,促进了更清晰和可维护的代码库。同时,它也邀请我们反思生活中存在和个体性的本质。当我们继续探索monadic结构的影响时,我们为自己打开了新的思维和解决问题的方法,无论是在技术上还是在对周围世界的理解上。