currying

What is the advantage of Currying in C#? (achieving partial function)

跟風遠走 提交于 2019-12-03 16:56:21
问题 What is the advantage of Currying in C#? What is the advantage of achieving partial function application on a curried function? 回答1: The advantage of Currying in C# is that it allows C# developers to develop in a Functional Programming style. Think about LINQ. A LINQ query allows you to pass in a method as a parameter: someCollection.Where(x => x.someVal == 1); x.someVal == 1 gets evaluated as a function and then Where uses the return value in its own execution. It's an example that most .NET

When to use currying and partial functions in JavaScript

我怕爱的太早我们不能终老 提交于 2019-12-03 16:26:17
I read this post on Dr. Dobb's about currying and partial functions in JavaScript. It looks useful, but I'm wondering (as an occasional developer in JavaScript) if there are standard situations where this is regularly used? For starters, I personally wouldn't recommend currying in 99% cases. It can easily make code unreadable if used improperly. However, some of the applications that I could name would be associated with setting the function context. For example when you first execute the currying function with a context (something other than window object etc), you could have a function that

Currying functions in R

女生的网名这么多〃 提交于 2019-12-03 16:19:15
问题 Is it possible to use currying in R ? One possibility is to have special paste functions (it can be considered as a follow up to here), e.g. (in incorrect code): '%+%' <- (sep)function(x,y) paste(x,y,sep=sep) "a"%+%("")"b"%+%("_")"c" #gives "ab_c" What would be a possible implementation in R ? PS: The paste is just an example, I am curious about the possibilities of R ... 回答1: It is possible to curry in R, and there is a definition in the ROxygen package. See the discussion here 回答2: The

Need help understanding lambda (currying)

怎甘沉沦 提交于 2019-12-03 13:30:45
i am reading Accelerated C# i don't really understand the following code: public static Func<TArg1, TResult> Bind2nd<TArg1, TArg2, TResult> ( this Func<TArg1, TArg2, TResult> func, TArg2 constant ) { return (x) => func( x, constant ); } in the last line what is x referring to? and there's another: public static Func<TArg2, Func<TArg1, TResult>> Bind2nd<TArg1, TArg2, TResult> ( this Func<TArg1, TArg2, TResult> func ) { return (y) => (x) => func( x, y ); } How do i evaluate this? (y) => (x) => func( x, y ) what is passed where ... it does confusing. Let's first simplify the code: Func<int, int>

Javascript usages of bind vs curry?

随声附和 提交于 2019-12-03 10:50:16
问题 I'm trying to understand the difference between curry vs bind . The implementation of bind is : /*1*/ Function.prototype.bind = function () /*2*/ { /*3*/ var fn = this, /*4*/ args = Array.prototype.slice.call(arguments); /*5*/ var object = args.shift(); /*6*/ return function () /*7*/ { /*8*/ return fn.apply(object, /*9*/ args.concat(Array.prototype.slice.call(arguments))) /*10*/ }; /*11*/ } The implementation of curry is : /*1*/ Function.prototype.curry = function () /*2*/ { /*3*/ var fn =

“int -> int -> int” What does this mean in F#?

我的梦境 提交于 2019-12-03 10:40:02
I wonder what this means in F#. “a function taking an integer, which returns a function which takes an integer and returns an integer.” But I don't understand this well. Can anyone explain this so clear ? [Update]: > let f1 x y = x+y ;; val f1 : int -> int -> int What this mean ? Bruno Reis F# types Let's begin from the beginning. F# uses the colon ( : ) notation to indicate types of things. Let's say you define a value of type int : let myNumber = 5 F# Interactive will understand that myNumber is an integer, and will tell you this by: myNumber : int which is read as myNumber is of type int F#

Swift subtle difference between curried and higher order function

风格不统一 提交于 2019-12-03 09:09:21
NOTE: This question was asked while Swift 2.1 was the latest. Given: class IntWrapper { var i: Int = 1 } func add(inout m: Int, i: Int) { m += i } And a higher order function func apply() -> (inout i: Int) -> () -> () { return { (inout i: Int) -> () -> () in return { add(&i, i: 1) } } } Application as so results in the member variable value never changing: var intW = IntWrapper() print(intW.i) // Prints '1' apply()(i: &intW.i)() print(intW.i) // Prints '1' However, when changing the function to curried form func apply()(inout i: Int)() -> () { add(&i, i: 1) } Application results in the member

What is the advantage of Currying in C#? (achieving partial function)

回眸只為那壹抹淺笑 提交于 2019-12-03 05:10:30
What is the advantage of Currying in C#? What is the advantage of achieving partial function application on a curried function? The advantage of Currying in C# is that it allows C# developers to develop in a Functional Programming style. Think about LINQ. A LINQ query allows you to pass in a method as a parameter: someCollection.Where(x => x.someVal == 1); x.someVal == 1 gets evaluated as a function and then Where uses the return value in its own execution. It's an example that most .NET 3 developers are familiar with, but few realize that they're dabbling in Function Programming. Without the

FoldLeft using FoldRight in scala

徘徊边缘 提交于 2019-12-03 01:58:29
问题 While going through Functional Programming in Scala, I came across this question: Can you right foldLeft in terms of foldRight? How about the other way around? In solution provided by the authors they have provided an implementation as follows: def foldRightViaFoldLeft_1[A,B](l: List[A], z: B)(f: (A,B) => B): B = foldLeft(l, (b:B) => b)((g,a) => b => g(f(a,b)))(z) def foldLeftViaFoldRight[A,B](l: List[A], z: B)(f: (B,A) => B): B = foldRight(l, (b:B) => b)((a,g) => b => g(f(b,a)))(z) Can

Memoize a currified function

笑着哭i 提交于 2019-12-03 01:18:55
const f = (arg1) => (arg2) => { /* returns something */ } Is it possible to memoize f with regard to the 2 arguments, namely: f(1)(2); f(1)(3); // Cache not hit f(4)(2); // Cache not hit f(1)(2); // Cache hit Nina Scholz You could take a Map as cache and take nested maps for all following arguments. This cache works for arbitrary count of arguments and reuses the values from the former calls. It works by taking a curried function and an optional Map . If the map is not supplied, a new map is created which serves as base cache for all other calls of the returned closure or the final result. The