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Combinators are higher-order functions that use only function application and earlier defined combinators to define a result from its inputs.
In functional programming, combinators play a crucial role in structuring and organising code. They are a type of higher-order function, which means they accept one or more functions as arguments, return a function as a result, or both. The unique aspect of combinators is that they don't have any free variables. In other words, they don't rely on any variables outside their scope, which makes them pure functions. This property is particularly useful in functional programming, where side effects are avoided to ensure code predictability and simplicity.
Combinators are used in various ways in functional programming. One of the most common uses is in function composition, where two or more functions are combined to create a new function. This is often used to create more complex functions from simpler ones, reducing code duplication and improving readability. For example, in Haskell, the '.' operator is a combinator that composes two functions.
Another use of combinators is in control flow. Combinators like 'if' and 'while' can be used to control the flow of a program, similar to how control structures are used in imperative programming. However, unlike in imperative programming, these combinators are pure functions, which means they don't have any side effects.
Combinators are also used in data manipulation. For example, the 'map' combinator applies a function to each element of a list, returning a new list with the results. This is a powerful tool for transforming data in a functional programming style.
In conclusion, combinators are a fundamental concept in functional programming. They provide a way to structure and organise code in a way that is consistent with the principles of functional programming, such as avoiding side effects and using function composition. Understanding combinators is key to mastering functional programming.
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