X-Git-Url: https://git.ralfj.de/rust-101.git/blobdiff_plain/342e299d8a8fd79f07960312b73e241c6cc0400e..45ec4d50797cdac0edb7c4653e71357fa6ab54a1:/src/part10.rs diff --git a/src/part10.rs b/src/part10.rs index 452e993..b586cd5 100644 --- a/src/part10.rs +++ b/src/part10.rs @@ -1,8 +1,7 @@ // Rust-101, Part 10: Closures // =========================== -use std::io::prelude::*; -use std::{fmt,io}; +use std::fmt; use part05::BigInt; //@ Assume we want to write a function that does *something* on, say, every digit of a `BigInt`. @@ -10,10 +9,10 @@ use part05::BigInt; //@ our function. In Rust, a natural first attempt to express this is to have a trait for it. // So, let us define a trait that demands that the type provides some method `do_action` on digits. -//@ This immediately raises the question: How do we pass `self` to that function? Owned, shared borrow, -//@ or mutable borrow? The typical strategy to answer this question is to use the strongest +//@ This immediately raises the question: How do we pass `self` to that function? Owned, shared reference, +//@ or mutable reference? The typical strategy to answer this question is to use the strongest //@ type that still works. Certainly, passing `self` in owned form does not work: Then the function -//@ would consume `self`, and we could not call it again, on the second digit. So let's go with a mutable borrow. +//@ would consume `self`, and we could not call it again, on the second digit. So let's go with a mutable reference. trait Action { fn do_action(&mut self, digit: u64); } @@ -22,9 +21,9 @@ trait Action { impl BigInt { fn act_v1(&self, mut a: A) { //@ Remember that the `mut` above is just an annotation to Rust, telling it that we're okay with `a` being mutated. - //@ Calling `do_action` on `a` takes a mutable borrow, so mutation could indeed happen. + //@ Calling `do_action` on `a` takes a mutable reference, so mutation could indeed happen. for digit in self { - a.do_action(digit); + a.do_action(digit); /*@*/ } } } @@ -37,10 +36,10 @@ struct PrintWithString { } impl Action for PrintWithString { - // Here we perform performs the actual printing of the prefix and the digit. We're not making use of our ability to + // Here we perform the actual printing of the prefix and the digit. We're not making use of our ability to // change `self` here, but we could replace the prefix if we wanted. fn do_action(&mut self, digit: u64) { - println!("{}{}", self.prefix, digit); + println!("{}{}", self.prefix, digit); /*@*/ } } @@ -63,7 +62,7 @@ pub fn main() { //@ In general, this is called a *closure*. Closures take some arguments and produce a result, and they have an *environment* //@ they can use, which corresponds to the type `PrintWithString` (or any other type implementing `Action`). Again we have the //@ choice of passing this environment in owned or borrowed form, so there are three traits for closures in Rust: `Fn`-closures -//@ get a shared borrow, `FnMut`-closures get a mutable borrow, and `FnOnce`-closures consume their environment (and can hence +//@ get a shared reference, `FnMut`-closures get a mutable reference, and `FnOnce`-closures consume their environment (and can hence //@ be called only once). The syntax for a closure trait which takes arguments of type `T1`, `T2`, ... and returns something //@ of type `U` is `Fn(T1, T2, ...) -> U`. @@ -73,7 +72,7 @@ impl BigInt { fn act(&self, mut a: A) { for digit in self { // We can call closures as if they were functions - but really, what's happening here is translated to essentially what we wrote above, in `act_v1`. - a(digit); + a(digit); /*@*/ } } } @@ -95,11 +94,11 @@ pub fn print_with_prefix(b: &BigInt, prefix: String) { // For example, we can use that to count the digits as they are printed. pub fn print_and_count(b: &BigInt) { let mut count: usize = 0; - //@ This time, the environment will contain a field of type `&mut usize`, that will be initialized with a mutable borrow of + //@ This time, the environment will contain a field of type `&mut usize`, that will be initialized with a mutable reference of //@ `count`. The closure, since it mutably borrows its environment, is able to access this field and mutate `count` - //@ through it. Once `act` returns, the closure is destroyed and the borrow of `count` ends. Because closures compile down + //@ through it. Once `act` returns, the closure is destroyed and `count` is no longer borrowed. Because closures compile down //@ to normal types, all the borrow checking continues to work as usually, and we cannot accidentally leak a closure somewhere - //@ that still contains, in its environment, a borrow that has ended. + //@ that still contains, in its environment, a dead reference. b.act(|digit| { println!("{}: {}", count, digit); count = count +1; } ); println!("There are {} digits", count); } @@ -132,14 +131,14 @@ fn print_enumerated(v: &Vec) { // And as a final example, one can also collect all elements of an iterator, and put them, e.g., in a vector. fn filter_vec_by_divisor(v: &Vec, divisor: i32) -> Vec { //@ Here, the return type of `collect` is inferred based on the return type of our function. In general, it can return anything implementing - //@ [`FromIterator`](http://doc.rust-lang.org/stable/std/iter/trait.FromIterator.html). Notice that `iter` gives us an iterator over + //@ [`FromIterator`](https://doc.rust-lang.org/stable/std/iter/trait.FromIterator.html). Notice that `iter` gives us an iterator over //@ borrowed `i32`, but we want to own them for the result, so we insert a `map` to dereference. - v.iter().map(|n| *n).filter(|n| *n % divisor == 0).collect() + v.iter().map(|n| *n).filter(|n| *n % divisor == 0).collect() /*@*/ } -// **Exercise 10.1**: Look up the [documentation of `Iterator`](http://doc.rust-lang.org/stable/std/iter/trait.Iterator.html) to learn about more functions +// **Exercise 10.1**: Look up the [documentation of `Iterator`](https://doc.rust-lang.org/stable/std/iter/trait.Iterator.html) to learn about more functions // that can act on iterators. Try using some of them. What about a function that sums the even numbers of an iterator? Or a function that computes the // product of those numbers that sit at odd positions? A function that checks whether a vector contains a certain number? Whether all numbers are // smaller than some threshold? 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