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use
std
::
fmt
;
use
std
::
ops
::
{
Index
,
IndexMut
}
;
use
std
::
slice
;
use
std
::
vec
;
use
crate
::
Dimension
;
/// A multi-dimensional array.
#
[
derive
(
Debug
,
PartialEq
,
Eq
,
Clone
)
]
pub
struct
Array
<
T
>
{
dims
:
Vec
<
Dimension
>
,
data
:
Vec
<
T
>
,
}
impl
<
T
:
fmt
::
Display
>
fmt
::
Display
for
Array
<
T
>
{
fn
fmt
(
&
self
,
fmt
:
&
mut
fmt
::
Formatter
<
'
_
>
)
-> fmt
::
Result
{
if
self
.
dims
.
iter
(
)
.
any
(
|dim| dim
.
lower_bound
!=
1
)
{
for
dim
in
&
self
.
dims
{
write
!
(
fmt
,
"[{}:{}]"
,
dim
.
lower_bound
,
dim
.
lower_bound + dim
.
len -
1
)
?
;
}
write
!
(
fmt
,
"="
)
?
;
}
fmt_helper
(
0
,
&
self
.
dims
,
&
mut
self
.
data
.
iter
(
)
,
fmt
)
}
}
fn
fmt_helper
<
'
a
,
T
,
I
>
(
depth
:
usize
,
dims
:
&
[
Dimension
]
,
data
:
&
mut
I
,
fmt
:
&
mut
fmt
::
Formatter
<
'
_
>
,
)
-> fmt
::
Result
where
I
:
Iterator
<
Item
=
&
'
a
T
>
,
T
:
'
a
+ fmt
::
Display
,
{
if
dims
.
len
(
)
==
0
{
return
write
!
(
fmt
,
"{{}}"
)
;
}
if
depth == dims
.
len
(
)
{
return
write
!
(
fmt
,
"{}"
,
data
.
next
(
)
.
unwrap
(
)
)
;
}
write
!
(
fmt
,
"{{"
)
?
;
for
i
in
0
..dims
[
depth
]
.
len
{
if
i !=
0
{
write
!
(
fmt
,
","
)
?
;
}
fmt_helper
(
depth +
1
,
dims
,
data
,
fmt
)
?
;
}
write
!
(
fmt
,
"}}"
)
}
impl
<
T
>
Array
<
T
>
{
/// Creates a new `Array` from its underlying components.
///
/// The data array should be provided in the higher-dimensional equivalent
/// of row-major order.
///
/// # Panics
///
/// Panics if the number of elements provided does not match the number of
/// elements specified by the dimensions.
pub
fn
from_parts
(
data
:
Vec
<
T
>
,
dimensions
:
Vec
<
Dimension
>
)
->
Array
<
T
>
{
assert
!
(
(
data
.
is_empty
(
)
&& dimensions
.
is_empty
(
)
)
|| data
.
len
(
)
as
i32
== dimensions
.
iter
(
)
.
fold
(
1
,
|acc
,
i| acc
*
i
.
len
)
,
"size mismatch"
)
;
Array
{
dims
:
dimensions
,
data
,
}
}
/// Creates a new one-dimensional array.
pub
fn
from_vec
(
data
:
Vec
<
T
>
,
lower_bound
:
i32
)
->
Array
<
T
>
{
Array
{
dims
:
vec
!
[
Dimension
{
len
:
data
.
len
(
)
as
i32
,
lower_bound
,
}
]
,
data
,
}
}
/// Wraps this array in a new dimension of size 1.
///
/// For example, the one dimensional array `[1, 2]` would turn into the
/// two-dimensional array `[[1, 2]]`.
pub
fn
wrap
(
&
mut
self
,
lower_bound
:
i32
)
{
self
.
dims
.
insert
(
0
,
Dimension
{
len
:
1
,
lower_bound
,
}
,
)
;
}
/// Consumes another array, appending it to the top level dimension of this
/// array.
///
/// The dimensions of the other array must be the same as the dimensions
/// of this array with the first dimension removed. This includes lower
/// bounds as well as lengths.
///
/// For example, if `[3, 4]` is pushed onto `[[1, 2]]`, the result is
/// `[[1, 2], [3, 4]]`.
///
/// # Panics
///
/// Panics if the dimensions of the two arrays do not match.
pub
fn
push
(
&
mut
self
,
other
:
Array
<
T
>
)
{
assert
!
(
self
.
dims
.
len
(
)
-
1
== other
.
dims
.
len
(
)
,
"cannot append differently shaped arrays"
)
;
for
(
dim1
,
dim2
)
in
self
.
dims
.
iter
(
)
.
skip
(
1
)
.
zip
(
other
.
dims
.
iter
(
)
)
{
assert
!
(
dim1 == dim2
,
"cannot append differently shaped arrays"
)
;
}
self
.
dims
[
0
]
.
len
+=
1
;
self
.
data
.
extend
(
other
.
data
)
;
}
/// Returns the dimensions of this array.
pub
fn
dimensions
(
&
self
)
->
&
[
Dimension
]
{
&
self
.
dims
}
fn
shift_idx
(
&
self
,
indices
:
&
[
i32
]
)
->
i32
{
assert_eq
!
(
self
.
dims
.
len
(
)
,
indices
.
len
(
)
)
;
self
.
dims
.
iter
(
)
.
zip
(
indices
.
iter
(
)
.
cloned
(
)
)
.
rev
(
)
.
fold
(
(
0
,
1
)
,
|
(
acc
,
stride
)
,
(
dim
,
idx
)
|
{
let
shifted = dim
.
shift
(
idx
)
;
(
acc + shifted
*
stride
,
dim
.
len
*
stride
)
}
)
.
0
}
/// Returns an iterator over references to the elements of the array in the
/// higher-dimensional equivalent of row-major order.
pub
fn
iter
(
&
self
)
->
Iter
<
'
_
,
T
>
{
Iter
{
inner
:
self
.
data
.
iter
(
)
,
}
}
/// Returns an iterator over mutable references to the elements of the
/// array in the higher-dimensional equivalent of row-major order.
pub
fn
iter_mut
(
&
mut
self
)
->
IterMut
<
'
_
,
T
>
{
IterMut
{
inner
:
self
.
data
.
iter_mut
(
)
,
}
}
/// Returns the underlying data vector for this Array in the
/// higher-dimensional equivalent of row-major order.
pub
fn
into_inner
(
self
)
->
Vec
<
T
>
{
self
.
data
}
}
/// A trait implemented by types that can index into an `Array`.
pub
trait
ArrayIndex
{
/// Calculates the index into the `Array`'s underlying storage specified
/// by the value of `self`.
///
/// # Panics
///
/// Panics if the value of `self` does not correspond to an in-bounds
/// element of the `Array`.
fn
index
<
T
>
(
&
self
,
array
:
&
Array
<
T
>
)
->
i32
;
}
impl
<
'
a
>
ArrayIndex
for
&
'
a
[
i32
]
{
fn
index
<
T
>
(
&
self
,
array
:
&
Array
<
T
>
)
->
i32
{
array
.
shift_idx
(
*
self
)
}
}
impl
ArrayIndex
for
i32
{
fn
index
<
T
>
(
&
self
,
array
:
&
Array
<
T
>
)
->
i32
{
let
slice
:
&
[
i32
]
=
&
[
*
self
]
;
ArrayIndex
::
index
(
&
slice
,
array
)
}
}
macro_rules!
tuple_impl
{
(
$
(
$name
:
ident
:
$t
:
ty
)
,+
)
=>
{
impl
ArrayIndex
for
(
$
(
$t
,
)
+
)
{
fn
index<
T
>
(
&
self
,
array
:
&
Array
<
T
>
)
->
i32
{
let
(
$
(
$name
,
)
+
)
=
*
self
;
let
slice
:
&
[
i32
]
=
&
[
$
(
$name
)
,+
]
;
ArrayIndex
::
index
(
&
slice
,
array
)
}
}
}
}
tuple_impl
!
(
a
:
i32
)
;
tuple_impl
!
(
a
:
i32
,
b
:
i32
)
;
tuple_impl
!
(
a
:
i32
,
b
:
i32
,
c
:
i32
)
;
tuple_impl
!
(
a
:
i32
,
b
:
i32
,
c
:
i32
,
d
:
i32
)
;
tuple_impl
!
(
a
:
i32
,
b
:
i32
,
c
:
i32
,
d
:
i32
,
e
:
i32
)
;
tuple_impl
!
(
a
:
i32
,
b
:
i32
,
c
:
i32
,
d
:
i32
,
e
:
i32
,
f
:
i32
)
;
tuple_impl
!
(
a
:
i32
,
b
:
i32
,
c
:
i32
,
d
:
i32
,
e
:
i32
,
f
:
i32
,
g
:
i32
)
;
tuple_impl
!
(
a
:
i32
,
b
:
i32
,
c
:
i32
,
d
:
i32
,
e
:
i32
,
f
:
i32
,
g
:
i32
,
h
:
i32
)
;
tuple_impl
!
(
a
:
i32
,
b
:
i32
,
c
:
i32
,
d
:
i32
,
e
:
i32
,
f
:
i32
,
g
:
i32
,
h
:
i32
,
i
:
i32
)
;
/// Indexes into the `Array`, retrieving a reference to the contained
/// value.
///
/// Since `Array`s can be multi-dimensional, the `Index` trait is
/// implemented for a variety of index types. In the most generic case, a
/// `&[i32]` can be used. In addition, a bare `i32` as well as tuples
/// of up to 10 `i32` values may be used for convenience.
///
/// # Panics
///
/// Panics if the index does not correspond to an in-bounds element of the
/// `Array`.
///
/// # Examples
///
/// ```rust
/// # use postgres_array::Array;
/// let mut array = Array::from_vec(vec![0i32, 1, 2, 3], 0);
/// assert_eq!(2, array[2]);
///
/// array.wrap(0);
/// array.push(Array::from_vec(vec![4, 5, 6, 7], 0));
///
/// assert_eq!(6, array[(1, 2)]);
/// ```
impl
<
T
,
I
:
ArrayIndex
>
Index
<
I
>
for
Array
<
T
>
{
type
Output
=
T
;
fn
index
(
&
self
,
idx
:
I
)
->
&
T
{
let
idx = idx
.
index
(
self
)
;
&
self
.
data
[
idx
as
usize
]
}
}
impl
<
T
,
I
:
ArrayIndex
>
IndexMut
<
I
>
for
Array
<
T
>
{
fn
index_mut
(
&
mut
self
,
idx
:
I
)
->
&
mut
T
{
let
idx = idx
.
index
(
self
)
;
&
mut
self
.
data
[
idx
as
usize
]
}
}
impl
<
'
a
,
T
:
'
a
>
IntoIterator
for
&
'
a
Array
<
T
>
{
type
Item
=
&
'
a
T
;
type
IntoIter
=
Iter
<
'
a
,
T
>
;
fn
into_iter
(
self
)
->
Iter
<
'
a
,
T
>
{
self
.
iter
(
)
}
}
impl
<
'
a
,
T
:
'
a
>
IntoIterator
for
&
'
a
mut
Array
<
T
>
{
type
Item
=
&
'
a
mut
T
;
type
IntoIter
=
IterMut
<
'
a
,
T
>
;
fn
into_iter
(
self
)
->
IterMut
<
'
a
,
T
>
{
self
.
iter_mut
(
)
}
}
impl
<
T
>
IntoIterator
for
Array
<
T
>
{
type
Item
=
T
;
type
IntoIter
=
IntoIter
<
T
>
;
fn
into_iter
(
self
)
->
IntoIter
<
T
>
{
IntoIter
{
inner
:
self
.
data
.
into_iter
(
)
,
}
}
}
/// An iterator over references to values of an `Array` in the
/// higher-dimensional equivalent of row-major order.
pub
struct
Iter
<
'
a
,
T
>
{
inner
:
slice
::
Iter
<
'
a
,
T
>
,
}
impl
<
'
a
,
T
:
'
a
>
Iterator
for
Iter
<
'
a
,
T
>
{
type
Item
=
&
'
a
T
;
fn
next
(
&
mut
self
)
->
Option
<
&
'
a
T
>
{
self
.
inner
.
next
(
)
}
fn
size_hint
(
&
self
)
->
(
usize
,
Option
<
usize
>
)
{
self
.
inner
.
size_hint
(
)
}
}
impl
<
'
a
,
T
:
'
a
>
DoubleEndedIterator
for
Iter
<
'
a
,
T
>
{
fn
next_back
(
&
mut
self
)
->
Option
<
&
'
a
T
>
{
self
.
inner
.
next_back
(
)
}
}
impl
<
'
a
,
T
:
'
a
>
ExactSizeIterator
for
Iter
<
'
a
,
T
>
{
fn
len
(
&
self
)
->
usize
{
self
.
inner
.
len
(
)
}
}
/// An iterator over mutable references to values of an `Array` in the
/// higher-dimensional equivalent of row-major order.
pub
struct
IterMut
<
'
a
,
T
>
{
inner
:
slice
::
IterMut
<
'
a
,
T
>
,
}
impl
<
'
a
,
T
:
'
a
>
Iterator
for
IterMut
<
'
a
,
T
>
{
type
Item
=
&
'
a
mut
T
;
fn
next
(
&
mut
self
)
->
Option
<
&
'
a
mut
T
>
{
self
.
inner
.
next
(
)
}
fn
size_hint
(
&
self
)
->
(
usize
,
Option
<
usize
>
)
{
self
.
inner
.
size_hint
(
)
}
}
impl
<
'
a
,
T
:
'
a
>
DoubleEndedIterator
for
IterMut
<
'
a
,
T
>
{
fn
next_back
(
&
mut
self
)
->
Option
<
&
'
a
mut
T
>
{
self
.
inner
.
next_back
(
)
}
}
impl
<
'
a
,
T
:
'
a
>
ExactSizeIterator
for
IterMut
<
'
a
,
T
>
{
fn
len
(
&
self
)
->
usize
{
self
.
inner
.
len
(
)
}
}
/// An iterator over values of an `Array` in the higher-dimensional
/// equivalent of row-major order.
pub
struct
IntoIter
<
T
>
{
inner
:
vec
::
IntoIter
<
T
>
,
}
impl
<
T
>
Iterator
for
IntoIter
<
T
>
{
type
Item
=
T
;
fn
next
(
&
mut
self
)
->
Option
<
T
>
{
self
.
inner
.
next
(
)
}
fn
size_hint
(
&
self
)
->
(
usize
,
Option
<
usize
>
)
{
self
.
inner
.
size_hint
(
)
}
}
impl
<
T
>
DoubleEndedIterator
for
IntoIter
<
T
>
{
fn
next_back
(
&
mut
self
)
->
Option
<
T
>
{
self
.
inner
.
next_back
(
)
}
}
impl
<
T
>
ExactSizeIterator
for
IntoIter
<
T
>
{
fn
len
(
&
self
)
->
usize
{
self
.
inner
.
len
(
)
}
}
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