source: doc/proposals/tuples.md@ d3942b9

Tuples
======

Tuples were introduced by Dave Till in K-W C, added to CFA by Rodolfo Esteves,
and extended by Robert Schluntz. This proposal discusses updates for CFA tuples
to address problems that have appeared in their usage over the past 6 years.
The proposal attempts to address problems by adding new functionality, updating
existing features, and removing some problematic ones.

The core change is breaking the current restructurable tuples into unstructured
and structured tuples. Unstructured tuples handle most of the existing uses,
with structured tuples filling in a few missing use cases.

Current State of Tuples
-----------------------
An overview of the current tuples design is the starting place for the proposal.

### Tuple Syntax

Currently, tuples have three main components: tuple types, tuple
expressions/values (constructing tuples), and tuple index expressions
(deconstructing tuples).

Current syntax for tuple types.

-   Nullary: [void] or []
-   Unary: [TYPE]
-   Nary: [TYPE, TYPE, ...]

Tuple types can appear in a function return and parameter declaration, or a
tuple variable declaration. Note, the Nullary tuple is only meaningful in the
return context,

        void f(...);   // equivalent
        [void] f(...);
        [] f(...);

as C does not support a void declaration.

        int f( void x );    // disallowed
        int f( [void] x );
        int f( [] x );

Current syntax for tuple expressions:

-   Nullary: (Same as `void`, use return without an expression.)

        [] f( ) { return; }
        [] f( ) { return [] ; }

-   Unary:

        [int] f( ) { return 3; }
        [int] f( ) { return [3]; }

-   Nary: [EXPR, EXPR]

        [int,int] f( ) { return [3,4]; }

Currently, there is a parsing problem for nullary and unary tuple expression,
which is being looked at. Hence, only these two forms work.

        [] f( ) { return; } // nullary
        [int] f( ) { return 3; } // unary
   
Current syntax for tuple indexing is an integer constant, where its value
selects a tuple member, e.g.:

        [char, int] tup;
        tup = ['a', 0];
        char ch = t.0; // select first tuple member
        int value = t.1; // select second tuple member

### Mass and Multi-Assignment

Two special forms of assignment can be used to set values in tuples: mass and
multi.  Mass assignment assigns every element in the destination tuple to a
single source value.

        [int, long, float] dst;
        int src = 4
        dst = src;  // => dst.0 = src; dst.1 = src; dst.2 = src

Multi-assignment assigns every element in the destination tuple to the
corresponding element in the source tuple. Both tuples must be the same size
and the elements assignment compatible => conversions.

        [long, int, float] dst;
        [int, char, double] src = [1, 'a', 300.0];
        dst = src;   // => dst.0 = src.0; dst.1 = src.1; dst.2 = src.1

### Tuple Restructuring

Tuples can be restructured as part of overload resolution. Function calls
unpack tuples and repack tuples to match signatures. This semantics is a form
of implicit conversion and is considered during overload resolution.

A simple example is matching multiple parameters of a function to a single
argument expression, where each parameter is bound to a different element of
the returned tuple.

        [int, int] argFunc();
        void parmFunc(int a, int b, int c, int d);

        parmFunc(argFunc(), argFunc());

        // Roughly equivilent to:
        [int, int] fst = argFunc();
        [int, int] snd = argFunc();
        parmFunc(fst.0, fst.1, snd.0, snd.1);

There are few languages supporting multiple return-values as a standalone
feature (SETL). Go has multiple return-values but restricts their use in
matching arguments to parameters.

        func argFunc() (int, int) {
            return 3, 7
        }
        func parmFunc( a int, b int ) {
             fmt.Println(a, b )
        }
        func main() {
             parmFunc2( argFunc() ); // arguments must match exactly with parameters
        }

### Tuple Casts

C-style casts can be used on tuples. These are usually conversion casts (casts
that perform operations on the cast type, as opposed to reinterpreting the
existing value).

Tuple casts can remove elements from the end of a tuple and apply a recursive
cast to any of the elements. As an example:

        [char, char, char] x = ['a', 'b', 'c'];
        ([int, char])x;

This casts the first element type of x from a char to an int and drops the last
element. The second line can be replaced with the following code, which creates
a new tuple by directly casting the kept elements of the old tuple:

        [(int)x.0, (char)x.1];

Note, tuple casting is more restricted than the implicit tuple restructuring.
It cannot do any restructuring beyond dropping the trailing elements of
tuples. For example,

        int i; char c; bool b;
        [i, b, c, i] = [i, [b, c], i];
        [int, [bool, char], int] w;
        [i, b, c, i] = w;
        [i, b, c, i] = ([int, bool, char, int])w; // fails
        [i, b, c] = ([int, [bool, char]])w; // works

### Polymorphic Tuple Parameters

One kind of polymorphic parameter is the tuple type parameter, previously
noted by the `ttype` keyword and now marked by a tailing ellipses (`...`).
Although described as a tuple type, it is usually viewed as its flattened
sequence of types.

        forall( T | { int ?>?( T, T ); } )
        T max( T v1, T v2 ) { return v1 > v2 ? v1 : v2; }  // base case

        forall(T, Ts... | { T max(T, T); T max(Ts); })  // recursive case
        T max(T arg, Ts args) {
                return max(arg, max(args));
        }

This feature introduces a type name into scope (Ts). It is used as a type but
because the tuple is flattened, the second assertion "T max(Ts);" matches types
with multiple parameters (the `...`), although it is used as a tuple function
inside the function body (max(args)).

The first non-recursive max function is the polymorphic base-case for the
recursion, i.e., find the maximum of two identically typed values with a
greater-than (>) operator.  The second recursive max function takes two
parameters, a T and a Ts tuple, handling all argument lengths greater than two.
The recursive function computes the maximum for the first argument and the
maximum value of the rest of the tuple.  The call of max with one argument is
the recursive call, where the tuple is converted into two arguments by taking
the first value (lisp car) from the tuple pack as the first argument
(flattening) and the remaining pack becomes the second argument (lisp cdr).
The recursion stops when the tuple is empty.  For example, max( 2, 3, 4 )
matches with the recursive function, which performs return max( 2, max( [3, 4]
) ) and one more step yields return max( 2, max( 3, 4 ) ), so the tuple is
empty.


Issues with the Current State
-----------------------------
There are a variety of problems with the current implementation which need to
be fixed.

### Tuples are not Objects

Spoilers: this proposal actually takes them even further away from being
objects, but illustrates why the current version is not as useful is it could
be.

Because of the fluid nature of tuples (flattening/structuring), routines like
constructions, destructor, or assignment do not make sense, e.g. this
constructor matches multiple a tuple types:

        void ?{} ( [int, int, int] ? this );
        [int, [int, int]] x; // all match constructor type by flattening
        [int,  int, int]  y;
        [[int, int], int] z;

as could a similarly typed destructor or assignment operator.  This prevents
tuples from being interwoven with regular polymorphic code.

### Providing TType Arguments is Inconsistent

The syntax for ttype arguments is slightly inconsistent. It has not come up
much yet, because you do not directly provide ttype polymorphic arguments to
functions and there are very few existing use-cases for ttype structures.

Passing arguments to a function inlines the arguments
while passing them to a polymorphic type requires them to be
enclosed in a tuple. Compare `function(x, y, z)` with `Type(A, [B, C])`.

This did not come up previously as there was little reason to explicitly
provide ttype arguments. They are implicit for functions and there is very
little use case for a ttype on a struct or union.

### Syntax Conflict

The tuple syntax conflicts with designators and the new C++-style attribute
syntax.

        struct S { int a[10]; } = { [2] = 3 }; // [2] looks like a tuple
        [[ unused ]] [[3, 4]]; // look ahead problem

These conflicts break C compatibility goals of Cforall. Designators had to
their syntax change and Cforall cannot parse the new attributes.

Although most of this redesign is about the semantics of tuples, but an update
to tuple syntax that removes these conflicts would improve the compatibility of
Cforall going forward (and also open up the new attribute syntax for cforall
features).

Change in Model
---------------
This proposal modifies the existing tuples to better handle its main use
cases. There are some use cases that are no longer handled, and a new
struct tuple is added to cover those cases.

The new tuples is even more "unstructured" than before.  New tuples are
considered a sequence of types or typed entities. These packs are then unpacked
into the surrounding context. Put differently, tuples are now flattened as much
as possible, with some places (like parameter lists) being treated as an
implicit tuple and the tuple being flattened into that.

Structured tuples are now a separate feature: a structure called "tuple".
These are polymorphic structures; an instance should act as a structure, except
its fields are accessed using indices instead of field names. Experience so far
is that structured tuples are not used often, but fill in the use cases that
unstructured tuples no longer support.

Note that the underlying implementation might not actually look like this.

Changed Features
----------------
Some of the concrete changes to the features of the language.

### Structured Tuple Type

There is a standard library or built-in type named `tuple`, it does not need a
special syntax to write types or instances. The type definition might need some
primitive support, but if supported as a regular type would look something like
this:

        forall(Ts...)
        struct tuple {
                inline Ts all; // inline all specified fields
        };

This type is constructed the same way as most types, a list initializer with
each tuple argument, and the lifetime functions (construction, assignment and
destruction) work the same. Field access works two ways, the first is accessing
the `all` field, effectively converting the structured tuple into an
unstructured tuple, the other is to use tuple indexing directly on the
structure as if it is an unstructured tuple.

(If `inline` does not work, just rename all to `get`. It does make things a bit
longer but has no change in functionality. If the `all` access does not work,
that is more problematic, and tuple slicing might provide a work around.)

### Type Qualifier Distribution

Because tuples are no longer object types, applying type modifiers to them,
such as cv-qualifiers and pointers, no longer makes sense. That syntax is
now considered distribution, applying the type modifier to each element of
the tuple.

Previously `const [int, bool] &` would mean a const reference to a tuple of an
integer and a boolean. Now it means an alias for `[const int &, const bool &]`,
a tuple of a reference to a constant integer and a reference to a constant
boolean. This also applies to polymorphic tuple type packs `Ts &` in
polymorphic functions.

This new approach can specify restrictions on tuple variables as for a single
type variable. For example, this approach can replace the special cased tuple
operations multi-assignment (N-to-N) and mass-assignment (1-to-N).

        // Multi-Assignment
        forall(T, Us... |
                        { T & ?=?(T &, T const &); Us & ?=?(Us &, Us const &); })
        [T, Us] & ?=?(T & dst, Us & dsts, T const & src, Us const & srcs) {
                dst = src;
                dsts = srcs;
                return [dst, dsts];
        }

        // Mass-Assignment
        forall(T, U, Vs... |
                        { U & ?=?(U &, T const &); Vs & ?=?(Vs &, T const &); })
        [U, Vs] & ?=?(U & dst, Vs & dsts, T const & src) {
                dst = src;
                dsts = src;
                return [dst, dsts];
        }

These may not work exactly as given (for one, the copy assignment assertion
in the first function would likely be redundant/conflicting with the implicit
assertions on the parameters), but they show the pattern. Multi-assignment
also would be very hard to write with simple tuple types, because the
relationship between the two halves of the parameter list does have to line
up, that cannot be enforced with two different tuples.

### Type Packs

This approach is not a new feature, but a reframing/extension of existing tuple
tuple polymorphic parameters as polymorphic type packs. The old `Vars...`
syntax introduces a pack of types into scope. It can be used in much the same
way as a tuple, but in some new ways to.

The primary existing use remains: to use a polymorphic pack in a parameter
list, both as part of an assertion and in the signature of the main
function. The difference is that this is not an enclosed tuple, but a series of
types. The only effective difference this makes is it does not prefer to match
another tuple/pack.

This pattern continues to a parameter defined with a pack of types, which
is considered a pack of parameters, and the name it introduces is a pack
of variables, or a flattened tuple.

        forall(Params...)
        void function(Params values);

New use cases include declarations of members and variables. For example, the
creation of a structured tuple structure:

        forall(Fields...)
        struct tuple {
                Fields get;
        };

This is again, treated as a pack of members. They have the same layout as
if they were written out by hand. Now, the name get is still accessed as if
it was a regular, singular, member. The result of that expression is a
pack expression, a tuple of all the field accesses, which can be used with a
tuple index expression to access the underlying members. For example:

        tuple(bool, char, int) data = { ... };
        // This expression:
        data.get.2;
        // Is the same as (if the fields had these names):
        data.[__anonymous0, __anonymous1, __anonymous2].2;

For local declarations it works similarly, except the name introduced is
directly usable as a tuple.

        forall(Objects...)
        void function( ??? ) {
                ???
                Objects objs = ???;
                ???
        }

### Tuple Declaration/Deconstruction

Declaring a tuple acts as a pack of variable declarations. When this is done
with a written out type (as opposed to a polymorphic parameter above), then the
elements of the tuple can be named.

        [int quo, int rem] ret = divmod(a, b);

Here `ret` refers to the tuple, the entire pack, while `quo` and `rem`
give explicit names to elements of the tuple. Not all the names have to be
provided, at the very least, any element name can be omitted if the pack name
is provided, and the pack name can be omitted if all the element names are
provided. That would ensure every element can be accessed, but it could be
reduced even more, effectively immediately dropping some values if there is
no named to access it.

PAB: I do understand the point of this.

### Tuple Casts

Tuple casts are no longer allowed to do any restructuring. Internal
restructuring would not be useful, as there is no internal structure.
Dropping tail elements could be added back in but it is a narrow use case
so it may be replaced with other features (for example: tuple slicing).

### Forbidden Tuples

The unstructured tuple cannot represent all the types that the previous
semi-structured tuple could. These cases still exist in various ways,
specifically in the internals of a polymorphic type, but in general should be
considered in their reduced form.

Forbidding some of these tuples may remove ambiguity and solve some syntax
conflicts that currently exist.

Nullary, or 0 element tuples, are equivalent to void, the type that carries
no data, because they do not either. It should either be replaced with void
or removed entirely when it appears in a larger sequence.

        // For example, this function:
        forall(Ts...) Ts example(int first, ????)
        // With Ts = [], should not be treated as:
        [] example(int first, [] middle, int last);
        // But instead:
        void example(int first, int last);

Unary, or 1 element tuples, should be the same as their element type. That
is to say a single type in an unstructured tuple is a no-op.

Lastly, nested tuples are always flattened to a one-depth tuple.  This means
that `[bool, [char, int], float]` is resolved as `[bool, char, int, float]`,
with the internal structure of the tuple ignored.

The flatten into a large sequence rule mentioned above is actually just an
application of this. Unstructured tuples can already be restructured, even at
the top level of an function call. This can be expressed by considering the
argument list as a tuple:

        call(false, ['a', -7], 3.14)
        call([false, ['a', -7], 3.14])
        call([false, 'a', -7, 3.14])
        call(false, 'a', -7, 3.14)

The ability to write nested tuples may remain so tuple deconstruction can be
used to name a slice of the tuple.

### Tuple Slicing (Range Tuple Indexing)

(Disclaimer: this is a bit more impulsive, see end for notes.)

This is an extension to tuple indexing. Currently, only single location of a
tuple can be index, extracting the element at that location. By extending the
index expression to be a list-range a multiple sub-tuples can be extracted.

        [0, 1, 2, 3, 4, 5, 6, 7, 8, 9].0~2,5~9~2

produces the tuple

        [0, 1, 2, 5, 7, 9]

(Note the position and values are the same to simplify the example.) That is,
index the first 3 tuple elements, and then indexes elements 5 to 9 in steps of
2. Not all selections are possible with this mechanism (e.g., index the
Fibonacci elements), but it covers many cases.

To get the new tuple, the range has to be constructed and traversed at compile
time. The size of the range is the size of the result tuple, with each element
in the result tuple decided by the matching element of the range, which gives
the index of the original tuple to place there.  The type of the indices may be
an integral type, but all indices must be in range, otherwise it is a compile
time error.

In terms of the existing range loops, if you could write this dynamically, it
would look something like this:

        // Implementation of: output = input.RANGE
        dyn output = []
        for ( index : RANGE ) { output = [output, input.index] }

The result of the expression is only has to be considered a tuple if the
range has two or more values, otherwise it can be considered void or the same
as indexing the single value in the range.

Some closing notes, this is dependent on generalized range expressions.
The iterators proposal has a section on some new range types, this feature
is intended to be built on that feature. Not simply reuse some of the syntax
that is also used in the special for loop. And compile-time evaluation may
need to be improved.

PAB, I don't understand this last part as the index range is compile time not
runtime.

Implementation
--------------
An overview of the implementation details of the new proposal.

### Structured Tuple Implementation

Under the hood, unstructured tuples are implemented as structured tuples, with
the restructuring code inserted wherever needed.  In short, the base
implementation should stay mostly the same.

PAB: The current implementation does not use convert unstructured tuples to
structured tuples. Look at the code generated for

        int x, y;
        [x, y] = 3;
        [x, y] = [y, x];


Actually inlining tuples can be done in some cases, it may even help with
some forms like a fixed tuple decomposition. However, polymorphic tuples
still need to be reduced to a single generic form, which would be a
polymorphic container, a tuple.

### AST Updates

The current AST cannot represent all the new features. Particularly, an
object declaration cannot name elements of the tuple. To this end a new
node type, `TupleDecl`, should be added to handle tuple deconstruction
declarations (other cases can still be handled with `ObjectDecl`).

This would act much like a `FunctionDecl` except for tuples, narrowing the
possible types, to `TupleType` instances instead of `FunctionType` instances,
and storing some additional information. In this case, the names of the
elements of the tuples.

PAB: the following parses:

        [int x, int y] foo( int p );

and discussed by Till.

(I'm not actually going to decide the implementation now, but some early
examination of the problem suggests that it might be better off wrapping a
series of `ObjectDecl` rather than just some strings to hold the names.)

### Field Packs

Field packs in structures probably have to be written out in full by the
specialization pass. If not, it could have some negative effects on layout,
causing a structure to take up extra space. It may be able to reuse some of the
specialization code for the existing tuples.

Related Features in Other Languages
-----------------------------------
Other languages have similar features. Organized by the related feature.

(In hindsight, I may have gone overboard with the number of examples.)

### Structured Tuples

There are many languages with structured tuples. Usually just called tuples,
but they usually follow the same rules as a polymorphic anonymous structures,
that is to say N types are provided to create a new N-arity tuple. They also
usually have some special syntax to index the tuples, because there are no
field names.

#### Rust

Rust has the standard tuples as a primitive in the language. Each arity of
tuple is a different polymorphic type.

Tuple types and expressions are written with a parenthesized, comma separated
list of types or expressions. To avoid confusion with the grouping "(...)",
one-element tuples must have a trailing comma (and larger tuples may have a
trailing comma).

        const empty: () = ();
        const single: (usize,) = (12,)
        const double: (usize, isize) = (34, -56);

Element access uses similar syntax to field access (that is "."), but uses an
integer literal instead of a field name (for example: "pair.1"). Tuples
support pattern matching with similar syntax to their expression form.

Some tuple features only apply up to 12-arity tuples.
It is not directly stated, but I believe the difference in the more limited
features are implemented in the standard library, one for each arity of tuple.

-   https://doc.rust-lang.org/std/primitive.tuple.html
-   https://doc.rust-lang.org/reference/types/tuple.html
-   https://doc.rust-lang.org/reference/expressions/tuple-expr.html

#### C++ tuple

Implemented as a template type defined in the standard library. No special
language features exist to support this, due to the power of C++'s template
meta-programming.

C++ is also one of the few languages with support for variadic polymorphic
types, so there is one template that defines all the types. It is written
as `std::tuple<TYPE...>`, where "TYPE..." is any number of comma separated
types. This is the standard notation for template type instances.

There is no special syntax for member access of a tuple. A template function is
used, e.g., `std::get<0>( tuple )`.

C++ also has structured binding, a kind of limited pattern matching. In a
structured binding declaration, you can write an auto typed declaration with
a list of identifiers in a `[]` list.
For example, `auto [first, second] = getSize2Tuple();`.

-   https://en.cppreference.com/w/cpp/utility/tuple
-   https://en.cppreference.com/w/cpp/language/structured_binding

PAB: I do not understand the syntax `auto [first, second]`. Where does it come
from?

#### C++ template

C++ templates can take various types of parameters, including parameter
packs. These contain series of values. These are used in pack expansion,
which usually expand to a comma separated list, but it can also be a chain of
boolean binary operator applications. For example, if the parameter
`typename... Ts` is in scope, then you can declare `std::tuple<Ts...>` to
introduce a tuple type, if Ts = bool, char, int then the type becomes
`std::tuple<bool, char, int>`.

A common use is for perfect argument forwarding, which shows some different
uses of the pattern:

```
template<typename inner_t>
class Outer {
        inner_t inner;
public:
        template<typename... Args>
        Outer(Args&&... args) : inner(std::forward<Args>(args)...) {}
};
```

In the first application, `Args&&... args` both uses a pack and introduces
another one. `Arg0&& arg0, Arg1&& arg1, Arg2&& arg2, ...` is the pattern
it expands too. The `&&` is used to copy the argument type's reference
qualifier (the default can strip references away).

The second application, `std::forward<Args>(args)...` uses two packs. These
are expanded in parallel, and must be the same length (in this case they
always will be). It also helps show that the `...` is actually the bit doing
the expansion, it is a suffix "operator" to the expansion pattern.

There are also fold expressions that use binary operators to combine a pack
into a single expression. For example, `args + ... + 0` which adds every
element of the `args` pack together.

C++ is about the best you could ask for in this area, but it does a lot of work
at compile time to make this happen.

-   https://en.cppreference.com/w/cpp/language/template_parameters
-   https://en.cppreference.com/w/cpp/language/parameter_pack
-   https://en.cppreference.com/w/cpp/language/fold

#### Haskell

Haskell has a special syntax for tuples, but otherwise they are completely
normal polymorphic types. Because of this, tuples have a maximum size.
Haskell (98) supports tuples of up to 15 elements and the standard library
has functions for tuples of up to 7 elements.

The syntax for tuples is a comma separated list of elements. Either element
types to create a tuple type, or element values to create a tuple value. The
context decides among them, such as `(6, "six")` or `(Bool, Char, Int)`.

Also all the elements can be removed, getting an expression like "(,)" or
"(,,,)", which can be then be used as a function, for a type, or an expression.

Haskell supports pattern matching as the main way to extract values from a
tuple, although helper functions "fst" and "snd" are provided for field
access on two element tuples.

Haskell does not have 0 or 1-element tuples. The nil type, written "()" for
both type and value, is effectively the 0 element tuple. There is also a type
called "Solo" that is a polymorphic structure with one field and is used as
the 1-element tuple, but has regular Haskell data-type syntax.

-   https://www.haskell.org/onlinereport/basic.html

#### OCaml

OCaml only supports multi-element (2 or more) tuples.  It does have the `unit`
type, which has one value, written `()`. Tuple types are written as a '*'
separated list of types, tuple values are written as ',' separated list of
expressions. Pattern matching tuples is supported and uses the same syntax as
values. Parenthesizing these lists is only needed for grouping.

-   https://ocaml.org/docs/basic-data-types#tuples

#### Swift

Swift has tuple types that use the basic parenthesized, comma separated list of
types or values. It only supports 0 and 2 or more element tuples (the `Void`
type is an alias for the empty tuple type).

Swift also supports named tuples. Names can be added before the tuple element,
both for the tuple type and value. The syntax is a name followed by a colon,
e.g., `(first: int, second: int)`. These names are a fixed part of the type,
and can be used as part of field access notation (otherwise numbers are used
in-place of field names `tuple.0` vs. `tuple.first`).

-   https://docs.swift.org/swift-book/documentation/the-swift-programming-language/types/#Tuple-Type

#### Python

In Python tuples are immutable lists. Because they are dynamically typed,
there is only one tuple type `tuple`.

It also has various named tuples. The first, namedtuple, allows naming the
elements of the tuple. The second, NamedTuple, is actually a way of creating a
typed record in a normally untyped language.

-   https://docs.python.org/3/library/stdtypes.html#sequence-types-list-tuple-range
-   https://docs.python.org/3/library/collections.html#collections.namedtuple
-   https://docs.python.org/3/library/typing.html#typing.NamedTuple

#### LISP
As LISP is dynamically typed, its `cons` data type is an untyped pair and is
(perhaps infamously) the main constructor of all compound data types.  The
function `cons` takes two arguments and builds a pair. Functions `car` and
`cdr` get the first and second elements of the pair.

### Packs
Packs (or unstructured tuples) are a much less common feature. In fact, there
might just be one language, C++, that supports packs. The most common use
case for unstructured tuples is returning multiple values, so there is a
comparison to languages that have that as a special feature.

#### Go
Go does not have built in tuple types, but it has multi-return syntax that
looks like the tuple syntax of many other languages.

```
func main() {
        i, j := returnIntInt()
        ...
}

func returnIntInt() (int, int) {
        return 12, 34
}
```

-   https://golangdocs.com/functions-in-golang
-   https://go.dev/src/go/types/tuple.go

#### Lua
Lua is a scripting language that is dynamically typed and stack based. Although
the stack is usually only directly visible in the C-API, it does allow any
function to return any number of values, even a single return, in the return
expression

```
local funcion f()
        return 12, 34
end

local i, j = f()
```