Auto merge of #26798 - steveklabnik:rollup, r=steveklabnik

- Successful merges: #26785, #26787, #26788, #26791, #26792, #26795
- Failed merges: #26796
This commit is contained in:
bors 2015-07-05 17:31:11 +00:00
commit 281cfb93ab

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@ -338,12 +338,16 @@ type of the literal. The integer suffix must be the name of one of the
integral types: `u8`, `i8`, `u16`, `i16`, `u32`, `i32`, `u64`, `i64`,
`isize`, or `usize`.
The type of an _unsuffixed_ integer literal is determined by type inference.
If an integer type can be _uniquely_ determined from the surrounding program
context, the unsuffixed integer literal has that type. If the program context
underconstrains the type, it defaults to the signed 32-bit integer `i32`; if
the program context overconstrains the type, it is considered a static type
error.
The type of an _unsuffixed_ integer literal is determined by type inference:
* If an integer type can be _uniquely_ determined from the surrounding
program context, the unsuffixed integer literal has that type.
* If the program context underconstrains the type, it defaults to the
signed 32-bit integer `i32`.
* If the program context overconstrains the type, it is considered a
static type error.
Examples of integer literals of various forms:
@ -371,12 +375,17 @@ The suffix forcibly sets the type of the literal. There are two valid
_floating-point suffixes_, `f32` and `f64` (the 32-bit and 64-bit floating point
types), which explicitly determine the type of the literal.
The type of an _unsuffixed_ floating-point literal is determined by type
inference. If a floating-point type can be _uniquely_ determined from the
surrounding program context, the unsuffixed floating-point literal has that type.
If the program context underconstrains the type, it defaults to double-precision `f64`;
if the program context overconstrains the type, it is considered a static type
error.
The type of an _unsuffixed_ floating-point literal is determined by
type inference:
* If a floating-point type can be _uniquely_ determined from the
surrounding program context, the unsuffixed floating-point literal
has that type.
* If the program context underconstrains the type, it defaults to `f64`.
* If the program context overconstrains the type, it is considered a
static type error.
Examples of floating-point literals of various forms:
@ -2963,14 +2972,12 @@ move values (depending on their type) from the environment into the lambda
expression's captured environment.
In this example, we define a function `ten_times` that takes a higher-order
function argument, and call it with a lambda expression as an argument:
function argument, and we then call it with a lambda expression as an argument:
```
fn ten_times<F>(f: F) where F: Fn(i32) {
let mut i = 0i32;
while i < 10 {
f(i);
i += 1;
for index in 0..10 {
f(index);
}
}
@ -3319,10 +3326,13 @@ An example of a tuple type and its use:
```
type Pair<'a> = (i32, &'a str);
let p: Pair<'static> = (10, "hello");
let p: Pair<'static> = (10, "ten");
let (a, b) = p;
assert!(b != "world");
assert!(p.0 == 10);
assert_eq!(a, 10);
assert_eq!(b, "ten");
assert_eq!(p.0, 10);
assert_eq!(p.1, "ten");
```
For historical reasons and convenience, the tuple type with no elements (`()`)
@ -3332,8 +3342,8 @@ is often called unit or the unit type.
Rust has two different types for a list of items:
* `[T; N]`, an 'array'.
* `&[T]`, a 'slice'.
* `[T; N]`, an 'array'
* `&[T]`, a 'slice'
An array has a fixed size, and can be allocated on either the stack or the
heap.
@ -3486,7 +3496,7 @@ x = bo(5,7);
#### Function types for specific items
Internally to the compiler, there are also function types that are specific to a particular
Internal to the compiler, there are also function types that are specific to a particular
function item. In the following snippet, for example, the internal types of the functions
`foo` and `bar` are different, despite the fact that they have the same signature:
@ -3643,7 +3653,7 @@ Coercions are defined in [RFC401]. A coercion is implicit and has no syntax.
### Coercion sites
A coercion can only occur at certain coercion sites in a program; these are
typically places where the desired type is explicit or can be dervied by
typically places where the desired type is explicit or can be derived by
propagation from explicit types (without type inference). Possible coercion
sites are: