Monadic: meaning, definitions and examples
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monadic
[ məˈnædɪk ]
mathematics, computer science
The term 'monadic' refers to the concept of a single unit or entity, often used in the context of functional programming and category theory. In functional programming, a monad is a design pattern that allows for the structuring of programs generically while encapsulating various types of computations. Monads are helpful in handling side effects, chaining operations, and managing state within functions.
Synonyms
Examples of usage
- The Haskell programming language heavily relies on monadic structures.
- Using a monadic approach can simplify error handling in your code.
- Monadic functions often return wrapped values to maintain context.
Translations
Translations of the word "monadic" in other languages:
🇵🇹 monádico
🇮🇳 मोनाडिक
🇩🇪 monadisch
🇮🇩 monadik
🇺🇦 монадичний
🇵🇱 monadyczny
🇯🇵 モナディック
🇫🇷 monadique
🇪🇸 monádico
🇹🇷 monadik
🇰🇷 모나딕
🇸🇦 مونايدي
🇨🇿 monadický
🇸🇰 monadický
🇨🇳 单一的
🇸🇮 monadičen
🇮🇸 monadískur
🇰🇿 монадалық
🇬🇪 მონადური
🇦🇿 monadik
🇲🇽 monádico
Etymology
The term 'monadic' originates from the word 'monad,' which itself is derived from the Greek word 'monas,' meaning 'unit' or 'one.' The concept of monads was introduced in the context of philosophy and mathematics to denote a singular entity with distinct properties. In the mid-20th century, the notion of monads was adapted in computer science, particularly in the functional programming paradigm, by mathematicians like category theorist Saunders Mac Lane. This adaptation allowed for a sophisticated way to handle computations in a structured and reusable manner, guiding the development of languages such as Haskell. The terminology has since permeated various fields of study, illustrating its importance in both theoretical and applied contexts.