@c -*-texinfo-*-
@c This is part of the GNU Guile Reference Manual.
@c Copyright (C)  1996, 1997, 2000, 2001, 2002, 2003, 2004, 2009, 2010,
@c   2011, 2012, 2013  Free Software Foundation, Inc.
@c See the file guile.texi for copying conditions.

@node Procedures
@section Procedures

@menu
* Lambda::                      Basic procedure creation using lambda.
* Primitive Procedures::        Procedures defined in C.
* Compiled Procedures::         Scheme procedures can be compiled.
* Optional Arguments::          Handling keyword, optional and rest arguments.
* Case-lambda::                 One function, multiple arities.
* Higher-Order Functions::      Function that take or return functions.
* Procedure Properties::        Procedure properties and meta-information.
* Procedures with Setters::     Procedures with setters.
* Inlinable Procedures::        Procedures that can be inlined.
@end menu


@node Lambda
@subsection Lambda: Basic Procedure Creation
@cindex lambda

A @code{lambda} expression evaluates to a procedure.  The environment
which is in effect when a @code{lambda} expression is evaluated is
enclosed in the newly created procedure, this is referred to as a
@dfn{closure} (@pxref{About Closure}).

When a procedure created by @code{lambda} is called with some actual
arguments, the environment enclosed in the procedure is extended by
binding the variables named in the formal argument list to new locations
and storing the actual arguments into these locations.  Then the body of
the @code{lambda} expression is evaluated sequentially.  The result of
the last expression in the procedure body is then the result of the
procedure invocation.

The following examples will show how procedures can be created using
@code{lambda}, and what you can do with these procedures.

@lisp
(lambda (x) (+ x x))       @result{} @r{a procedure}
((lambda (x) (+ x x)) 4)   @result{} 8
@end lisp

The fact that the environment in effect when creating a procedure is
enclosed in the procedure is shown with this example:

@lisp
(define add4
  (let ((x 4))
    (lambda (y) (+ x y))))
(add4 6)                   @result{} 10
@end lisp


@deffn syntax lambda formals body
@var{formals} should be a formal argument list as described in the
following table.

@table @code
@item (@var{variable1} @dots{})
The procedure takes a fixed number of arguments; when the procedure is
called, the arguments will be stored into the newly created location for
the formal variables.
@item @var{variable}
The procedure takes any number of arguments; when the procedure is
called, the sequence of actual arguments will converted into a list and
stored into the newly created location for the formal variable.
@item (@var{variable1} @dots{} @var{variablen} . @var{variablen+1})
If a space-delimited period precedes the last variable, then the
procedure takes @var{n} or more variables where @var{n} is the number
of formal arguments before the period.  There must be at least one
argument before the period.  The first @var{n} actual arguments will be
stored into the newly allocated locations for the first @var{n} formal
arguments and the sequence of the remaining actual arguments is
converted into a list and the stored into the location for the last
formal argument.  If there are exactly @var{n} actual arguments, the
empty list is stored into the location of the last formal argument.
@end table

The list in @var{variable} or @var{variablen+1} is always newly
created and the procedure can modify it if desired.  This is the case
even when the procedure is invoked via @code{apply}, the required part
of the list argument there will be copied (@pxref{Fly Evaluation,,
Procedures for On the Fly Evaluation}).

@var{body} is a sequence of Scheme expressions which are evaluated in
order when the procedure is invoked.
@end deffn

@node Primitive Procedures
@subsection Primitive Procedures
@cindex primitives
@cindex primitive procedures

Procedures written in C can be registered for use from Scheme,
provided they take only arguments of type @code{SCM} and return
@code{SCM} values.  @code{scm_c_define_gsubr} is likely to be the most
useful mechanism, combining the process of registration
(@code{scm_c_make_gsubr}) and definition (@code{scm_define}).

@deftypefun SCM scm_c_make_gsubr (const char *name, int req, int opt, int rst, fcn)
Register a C procedure @var{fcn} as a ``subr'' --- a primitive
subroutine that can be called from Scheme.  It will be associated with
the given @var{name} but no environment binding will be created.  The
arguments @var{req}, @var{opt} and @var{rst} specify the number of
required, optional and ``rest'' arguments respectively.  The total
number of these arguments should match the actual number of arguments
to @var{fcn}, but may not exceed 10.  The number of rest arguments should be 0 or 1.
@code{scm_c_make_gsubr} returns a value of type @code{SCM} which is a
``handle'' for the procedure.
@end deftypefun

@deftypefun SCM scm_c_define_gsubr (const char *name, int req, int opt, int rst, fcn)
Register a C procedure @var{fcn}, as for @code{scm_c_make_gsubr}
above, and additionally create a top-level Scheme binding for the
procedure in the ``current environment'' using @code{scm_define}.
@code{scm_c_define_gsubr} returns a handle for the procedure in the
same way as @code{scm_c_make_gsubr}, which is usually not further
required.
@end deftypefun

@node Compiled Procedures
@subsection Compiled Procedures

The evaluation strategy given in @ref{Lambda} describes how procedures
are @dfn{interpreted}. Interpretation operates directly on expanded
Scheme source code, recursively calling the evaluator to obtain the
value of nested expressions.

Most procedures are compiled, however. This means that Guile has done
some pre-computation on the procedure, to determine what it will need to
do each time the procedure runs. Compiled procedures run faster than
interpreted procedures.

Loading files is the normal way that compiled procedures come to
being. If Guile sees that a file is uncompiled, or that its compiled
file is out of date, it will attempt to compile the file when it is
loaded, and save the result to disk. Procedures can be compiled at
runtime as well. @xref{Read/Load/Eval/Compile}, for more information
on runtime compilation.

Compiled procedures, also known as @dfn{programs}, respond all
procedures that operate on procedures. In addition, there are a few
more accessors for low-level details on programs.

Most people won't need to use the routines described in this section,
but it's good to have them documented. You'll have to include the
appropriate module first, though:

@example
(use-modules (system vm program))
@end example

@deffn {Scheme Procedure} program? obj
@deffnx {C Function} scm_program_p (obj)
Returns @code{#t} if @var{obj} is a compiled procedure, or @code{#f}
otherwise.
@end deffn

@deffn {Scheme Procedure} program-code program
@deffnx {C Function} scm_program_code (program)
Returns the address of the program's entry, as an integer.  This address
is mostly useful to procedures in @code{(system vm debug)}.
@end deffn

@deffn {Scheme Procedure} program-num-free-variable program
@deffnx {C Function} scm_program_num_free_variables (program)
Return the number of free variables captured by this program.
@end deffn

@deffn {Scheme Procedure} program-free-variable-ref program n
@deffnx {C Function} scm_program_free_variable-ref (program, n)
@deffnx {Scheme Procedure} program-free-variable-set! program n val
@deffnx {C Function} scm_program_free_variable_set_x (program, n, val)
Accessors for a program's free variables.  Some of the values captured
are actually in variable ``boxes''.  @xref{Variables and the VM}, for
more information.

Users must not modify the returned value unless they think they're
really clever.
@end deffn

@c FIXME

@deffn {Scheme Procedure} program-bindings program
@deffnx {Scheme Procedure} make-binding name boxed? index start end
@deffnx {Scheme Procedure} binding:name binding
@deffnx {Scheme Procedure} binding:boxed? binding
@deffnx {Scheme Procedure} binding:index binding
@deffnx {Scheme Procedure} binding:start binding
@deffnx {Scheme Procedure} binding:end binding
Bindings annotations for programs, along with their accessors.

Bindings declare names and liveness extents for block-local variables.
The best way to see what these are is to play around with them at a
REPL. @xref{VM Concepts}, for more information.

Note that bindings information is stored in a program as part of its
metadata thunk, so including it in the generated object code does not
impose a runtime performance penalty.
@end deffn

@deffn {Scheme Procedure} program-sources program
@deffnx {Scheme Procedure} source:addr source
@deffnx {Scheme Procedure} source:line source
@deffnx {Scheme Procedure} source:column source
@deffnx {Scheme Procedure} source:file source
Source location annotations for programs, along with their accessors.

Source location information propagates through the compiler and ends
up being serialized to the program's metadata. This information is
keyed by the offset of the instruction pointer within the object code
of the program. Specifically, it is keyed on the @code{ip} @emph{just
following} an instruction, so that backtraces can find the source
location of a call that is in progress.
@end deffn

@deffn {Scheme Procedure} program-arities program
@deffnx {C Function} scm_program_arities (program)
@deffnx {Scheme Procedure} program-arity program ip
@deffnx {Scheme Procedure} arity:start arity
@deffnx {Scheme Procedure} arity:end arity
@deffnx {Scheme Procedure} arity:nreq arity
@deffnx {Scheme Procedure} arity:nopt arity
@deffnx {Scheme Procedure} arity:rest? arity
@deffnx {Scheme Procedure} arity:kw arity
@deffnx {Scheme Procedure} arity:allow-other-keys? arity
Accessors for a representation of the ``arity'' of a program.

The normal case is that a procedure has one arity. For example,
@code{(lambda (x) x)}, takes one required argument, and that's it. One
could access that number of required arguments via @code{(arity:nreq
(program-arities (lambda (x) x)))}. Similarly, @code{arity:nopt} gets
the number of optional arguments, and @code{arity:rest?} returns a true
value if the procedure has a rest arg.

@code{arity:kw} returns a list of @code{(@var{kw} . @var{idx})} pairs,
if the procedure has keyword arguments. The @var{idx} refers to the
@var{idx}th local variable; @xref{Variables and the VM}, for more
information. Finally @code{arity:allow-other-keys?} returns a true
value if other keys are allowed. @xref{Optional Arguments}, for more
information.

So what about @code{arity:start} and @code{arity:end}, then? They
return the range of bytes in the program's bytecode for which a given
arity is valid. You see, a procedure can actually have more than one
arity. The question, ``what is a procedure's arity'' only really makes
sense at certain points in the program, delimited by these
@code{arity:start} and @code{arity:end} values.
@end deffn

@deffn {Scheme Procedure} program-arguments-alist program [ip]
Return an association list describing the arguments that @var{program} accepts, or
@code{#f} if the information cannot be obtained.

The alist keys that are currently defined are `required', `optional',
`keyword', `allow-other-keys?', and `rest'.  For example:

@example
(program-arguments-alist
 (lambda* (a b #:optional c #:key (d 1) #:rest e)
   #t)) @result{}
((required . (a b))
 (optional . (c))
 (keyword . ((#:d . 4)))
 (allow-other-keys? . #f)
 (rest . d))
@end example
@end deffn

@deffn {Scheme Procedure} program-lambda-list program [ip]
Return a representation of the arguments of @var{program} as a lambda
list, or @code{#f} if this information is not available.

For example:

@example
(program-lambda-list
 (lambda* (a b #:optional c #:key (d 1) #:rest e)
   #t)) @result{}
@end example
@end deffn

@node Optional Arguments
@subsection Optional Arguments

Scheme procedures, as defined in R5RS, can either handle a fixed number
of actual arguments, or a fixed number of actual arguments followed by
arbitrarily many additional arguments.  Writing procedures of variable
arity can be useful, but unfortunately, the syntactic means for handling
argument lists of varying length is a bit inconvenient.  It is possible
to give names to the fixed number of arguments, but the remaining
(optional) arguments can be only referenced as a list of values
(@pxref{Lambda}).

For this reason, Guile provides an extension to @code{lambda},
@code{lambda*}, which allows the user to define procedures with
optional and keyword arguments. In addition, Guile's virtual machine
has low-level support for optional and keyword argument dispatch.
Calls to procedures with optional and keyword arguments can be made
cheaply, without allocating a rest list.

@menu
* lambda* and define*::         Creating advanced argument handling procedures.
* ice-9 optargs::               (ice-9 optargs) provides some utilities.
@end menu


@node lambda* and define*
@subsubsection lambda* and define*.

@code{lambda*} is like @code{lambda}, except with some extensions to
allow optional and keyword arguments.

@deffn {library syntax} lambda* ([var@dots{}] @* @
                        [#:optional vardef@dots{}] @* @
                        [#:key  vardef@dots{} [#:allow-other-keys]] @* @
                        [#:rest var | . var]) @* @
                        body1 body2 @dots{}
@sp 1
Create a procedure which takes optional and/or keyword arguments
specified with @code{#:optional} and @code{#:key}.  For example,

@lisp
(lambda* (a b #:optional c d . e) '())
@end lisp

is a procedure with fixed arguments @var{a} and @var{b}, optional
arguments @var{c} and @var{d}, and rest argument @var{e}.  If the
optional arguments are omitted in a call, the variables for them are
bound to @code{#f}.

@fnindex define*
Likewise, @code{define*} is syntactic sugar for defining procedures
using @code{lambda*}.

@code{lambda*} can also make procedures with keyword arguments. For
example, a procedure defined like this:

@lisp
(define* (sir-yes-sir #:key action how-high)
  (list action how-high))
@end lisp

can be called as @code{(sir-yes-sir #:action 'jump)},
@code{(sir-yes-sir #:how-high 13)}, @code{(sir-yes-sir #:action
'lay-down #:how-high 0)}, or just @code{(sir-yes-sir)}. Whichever
arguments are given as keywords are bound to values (and those not
given are @code{#f}).

Optional and keyword arguments can also have default values to take
when not present in a call, by giving a two-element list of variable
name and expression.  For example in

@lisp
(define* (frob foo #:optional (bar 42) #:key (baz 73))
  (list foo bar baz))
@end lisp

@var{foo} is a fixed argument, @var{bar} is an optional argument with
default value 42, and baz is a keyword argument with default value 73.
Default value expressions are not evaluated unless they are needed,
and until the procedure is called.

Normally it's an error if a call has keywords other than those
specified by @code{#:key}, but adding @code{#:allow-other-keys} to the
definition (after the keyword argument declarations) will ignore
unknown keywords.

If a call has a keyword given twice, the last value is used.  For
example,

@lisp
(define* (flips #:key (heads 0) (tails 0))
  (display (list heads tails)))

(flips #:heads 37 #:tails 42 #:heads 99)
@print{} (99 42)
@end lisp

@code{#:rest} is a synonym for the dotted syntax rest argument.  The
argument lists @code{(a . b)} and @code{(a #:rest b)} are equivalent
in all respects.  This is provided for more similarity to DSSSL,
MIT-Scheme and Kawa among others, as well as for refugees from other
Lisp dialects.

When @code{#:key} is used together with a rest argument, the keyword
parameters in a call all remain in the rest list.  This is the same as
Common Lisp.  For example,

@lisp
((lambda* (#:key (x 0) #:allow-other-keys #:rest r)
   (display r))
 #:x 123 #:y 456)
@print{} (#:x 123 #:y 456)
@end lisp

@code{#:optional} and @code{#:key} establish their bindings
successively, from left to right. This means default expressions can
refer back to prior parameters, for example

@lisp
(lambda* (start #:optional (end (+ 10 start)))
  (do ((i start (1+ i)))
      ((> i end))
    (display i)))
@end lisp

The exception to this left-to-right scoping rule is the rest argument.
If there is a rest argument, it is bound after the optional arguments,
but before the keyword arguments.
@end deffn


@node ice-9 optargs
@subsubsection (ice-9 optargs)

Before Guile 2.0, @code{lambda*} and @code{define*} were implemented
using macros that processed rest list arguments. This was not optimal,
as calling procedures with optional arguments had to allocate rest
lists at every procedure invocation. Guile 2.0 improved this
situation by bringing optional and keyword arguments into Guile's
core.

However there are occasions in which you have a list and want to parse
it for optional or keyword arguments. Guile's @code{(ice-9 optargs)}
provides some macros to help with that task.

The syntax @code{let-optional} and @code{let-optional*} are for
destructuring rest argument lists and giving names to the various list
elements.  @code{let-optional} binds all variables simultaneously, while
@code{let-optional*} binds them sequentially, consistent with @code{let}
and @code{let*} (@pxref{Local Bindings}).

@deffn {library syntax} let-optional rest-arg (binding @dots{}) body1 body2 @dots{}
@deffnx {library syntax} let-optional* rest-arg (binding @dots{}) body1 body2 @dots{}
These two macros give you an optional argument interface that is very
@dfn{Schemey} and introduces no fancy syntax. They are compatible with
the scsh macros of the same name, but are slightly extended. Each of
@var{binding} may be of one of the forms @var{var} or @code{(@var{var}
@var{default-value})}. @var{rest-arg} should be the rest-argument of the
procedures these are used from.  The items in @var{rest-arg} are
sequentially bound to the variable names are given. When @var{rest-arg}
runs out, the remaining vars are bound either to the default values or
@code{#f} if no default value was specified. @var{rest-arg} remains
bound to whatever may have been left of @var{rest-arg}.

After binding the variables, the expressions @var{body1} @var{body2} @dots{}
are evaluated in order.
@end deffn

Similarly, @code{let-keywords} and @code{let-keywords*} extract values
from keyword style argument lists, binding local variables to those
values or to defaults.

@deffn {library syntax} let-keywords args allow-other-keys? (binding @dots{}) body1 body2 @dots{}
@deffnx {library syntax} let-keywords* args allow-other-keys? (binding @dots{}) body1 body2 @dots{}
@var{args} is evaluated and should give a list of the form
@code{(#:keyword1 value1 #:keyword2 value2 @dots{})}.  The
@var{binding}s are variables and default expressions, with the variables
to be set (by name) from the keyword values.  The @var{body1}
@var{body2} @dots{}  forms are then evaluated and the last is the
result.  An example will make the syntax clearest,

@example
(define args '(#:xyzzy "hello" #:foo "world"))

(let-keywords args #t
      ((foo  "default for foo")
       (bar  (string-append "default" "for" "bar")))
  (display foo)
  (display ", ")
  (display bar))
@print{} world, defaultforbar
@end example

The binding for @code{foo} comes from the @code{#:foo} keyword in
@code{args}.  But the binding for @code{bar} is the default in the
@code{let-keywords}, since there's no @code{#:bar} in the args.

@var{allow-other-keys?} is evaluated and controls whether unknown
keywords are allowed in the @var{args} list.  When true other keys are
ignored (such as @code{#:xyzzy} in the example), when @code{#f} an
error is thrown for anything unknown.
@end deffn

@code{(ice-9 optargs)} also provides some more @code{define*} sugar,
which is not so useful with modern Guile coding, but still supported:
@code{define*-public} is the @code{lambda*} version of
@code{define-public}; @code{defmacro*} and @code{defmacro*-public}
exist for defining macros with the improved argument list handling
possibilities. The @code{-public} versions not only define the
procedures/macros, but also export them from the current module.

@deffn {library syntax} define*-public formals body1 body2 @dots{}
Like a mix of @code{define*} and @code{define-public}.
@end deffn

@deffn {library syntax} defmacro* name formals body1 body2 @dots{}
@deffnx {library syntax} defmacro*-public name formals body1 body2 @dots{}
These are just like @code{defmacro} and @code{defmacro-public} except that they
take @code{lambda*}-style extended parameter lists, where @code{#:optional},
@code{#:key}, @code{#:allow-other-keys} and @code{#:rest} are allowed with the usual
semantics. Here is an example of a macro with an optional argument:

@lisp
(defmacro* transmogrify (a #:optional b)
  (a 1))
@end lisp
@end deffn

@node Case-lambda
@subsection Case-lambda
@cindex SRFI-16
@cindex variable arity
@cindex arity, variable

R5RS's rest arguments are indeed useful and very general, but they
often aren't the most appropriate or efficient means to get the job
done. For example, @code{lambda*} is a much better solution to the
optional argument problem than @code{lambda} with rest arguments.

@fnindex case-lambda
Likewise, @code{case-lambda} works well for when you want one
procedure to do double duty (or triple, or ...), without the penalty
of consing a rest list.

For example:

@lisp
(define (make-accum n)
  (case-lambda
    (() n)
    ((m) (set! n (+ n m)) n)))

(define a (make-accum 20))
(a) @result{} 20
(a 10) @result{} 30
(a) @result{} 30
@end lisp

The value returned by a @code{case-lambda} form is a procedure which
matches the number of actual arguments against the formals in the
various clauses, in order. The first matching clause is selected, the
corresponding values from the actual parameter list are bound to the
variable names in the clauses and the body of the clause is evaluated.
If no clause matches, an error is signalled.

The syntax of the @code{case-lambda} form is defined in the following
EBNF grammar. @dfn{Formals} means a formal argument list just like
with @code{lambda} (@pxref{Lambda}).

@example
@group
<case-lambda>
   --> (case-lambda <case-lambda-clause>*)
   --> (case-lambda <docstring> <case-lambda-clause>*)
<case-lambda-clause>
   --> (<formals> <definition-or-command>*)
<formals>
   --> (<identifier>*)
     | (<identifier>* . <identifier>)
     | <identifier>
@end group
@end example

Rest lists can be useful with @code{case-lambda}:

@lisp
(define plus
  (case-lambda
    "Return the sum of all arguments."
    (() 0)
    ((a) a)
    ((a b) (+ a b))
    ((a b . rest) (apply plus (+ a b) rest))))
(plus 1 2 3) @result{} 6
@end lisp

@fnindex case-lambda*
Also, for completeness. Guile defines @code{case-lambda*} as well,
which is like @code{case-lambda}, except with @code{lambda*} clauses.
A @code{case-lambda*} clause matches if the arguments fill the
required arguments, but are not too many for the optional and/or rest
arguments.

Keyword arguments are possible with @code{case-lambda*} as well, but
they do not contribute to the ``matching'' behavior, and their
interactions with required, optional, and rest arguments can be
surprising.

For the purposes of @code{case-lambda*} (and of @code{case-lambda}, as a
special case), a clause @dfn{matches} if it has enough required
arguments, and not too many positional arguments.  The required
arguments are any arguments before the @code{#:optional}, @code{#:key},
and @code{#:rest} arguments.  @dfn{Positional} arguments are the
required arguments, together with the optional arguments.

In the absence of @code{#:key} or @code{#:rest} arguments, it's easy to
see how there could be too many positional arguments: you pass 5
arguments to a function that only takes 4 arguments, including optional
arguments.  If there is a @code{#:rest} argument, there can never be too
many positional arguments: any application with enough required
arguments for a clause will match that clause, even if there are also
@code{#:key} arguments.

Otherwise, for applications to a clause with @code{#:key} arguments (and
without a @code{#:rest} argument), a clause will match there only if
there are enough required arguments and if the next argument after
binding required and optional arguments, if any, is a keyword.  For
efficiency reasons, Guile is currently unable to include keyword
arguments in the matching algorithm.  Clauses match on positional
arguments only, not by comparing a given keyword to the available set of
keyword arguments that a function has.

Some examples follow.

@example
(define f
  (case-lambda*
    ((a #:optional b) 'clause-1)
    ((a #:optional b #:key c) 'clause-2)
    ((a #:key d) 'clause-3)
    ((#:key e #:rest f) 'clause-4)))

(f) @result{} clause-4
(f 1) @result{} clause-1
(f) @result{} clause-4
(f #:e 10) clause-1
(f 1 #:foo) clause-1
(f 1 #:c 2) clause-2
(f #:a #:b #:c #:d #:e) clause-4

;; clause-2 will match anything that clause-3 would match.
(f 1 #:d 2) @result{} error: bad keyword args in clause 2
@end example

Don't forget that the clauses are matched in order, and the first
matching clause will be taken.  This can result in a keyword being bound
to a required argument, as in the case of @code{f #:e 10}.


@node Higher-Order Functions
@subsection Higher-Order Functions

@cindex higher-order functions

As a functional programming language, Scheme allows the definition of
@dfn{higher-order functions}, i.e., functions that take functions as
arguments and/or return functions.  Utilities to derive procedures from
other procedures are provided and described below.

@deffn {Scheme Procedure} const value
Return a procedure that accepts any number of arguments and returns
@var{value}.

@lisp
(procedure? (const 3))        @result{} #t
((const 'hello))              @result{} hello
((const 'hello) 'world)       @result{} hello
@end lisp
@end deffn

@deffn {Scheme Procedure} negate proc
Return a procedure with the same arity as @var{proc} that returns the
@code{not} of @var{proc}'s result.

@lisp
(procedure? (negate number?)) @result{} #t
((negate odd?) 2)             @result{} #t
((negate real?) 'dream)       @result{} #t
((negate string-prefix?) "GNU" "GNU Guile")
                              @result{} #f
(filter (negate number?) '(a 2 "b"))
                              @result{} (a "b")
@end lisp
@end deffn

@deffn {Scheme Procedure} compose proc1 proc2 @dots{}
Compose @var{proc1} with the procedures @var{proc2} @dots{}  such that
the last @var{proc} argument is applied first and @var{proc1} last, and
return the resulting procedure.  The given procedures must have
compatible arity.

@lisp
(procedure? (compose 1+ 1-)) @result{} #t
((compose sqrt 1+ 1+) 2)     @result{} 2.0
((compose 1+ sqrt) 3)        @result{} 2.73205080756888
(eq? (compose 1+) 1+)        @result{} #t

((compose zip unzip2) '((1 2) (a b)))
                             @result{} ((1 2) (a b))
@end lisp
@end deffn

@deffn {Scheme Procedure} identity x
Return X.
@end deffn

@deffn {Scheme Procedure} and=> value proc
When @var{value} is @code{#f}, return @code{#f}.  Otherwise, return
@code{(@var{proc} @var{value})}.
@end deffn

@node Procedure Properties
@subsection Procedure Properties and Meta-information

In addition to the information that is strictly necessary to run,
procedures may have other associated information. For example, the
name of a procedure is information not for the procedure, but about
the procedure. This meta-information can be accessed via the procedure
properties interface.

The first group of procedures in this meta-interface are predicates to
test whether a Scheme object is a procedure, or a special procedure,
respectively.  @code{procedure?} is the most general predicates, it
returns @code{#t} for any kind of procedure.

@rnindex procedure?
@deffn {Scheme Procedure} procedure? obj
@deffnx {C Function} scm_procedure_p (obj)
Return @code{#t} if @var{obj} is a procedure.
@end deffn

@deffn {Scheme Procedure} thunk? obj
@deffnx {C Function} scm_thunk_p (obj)
Return @code{#t} if @var{obj} is a thunk---a procedure that does
not accept arguments.
@end deffn

@cindex procedure properties
Procedure properties are general properties associated with
procedures. These can be the name of a procedure or other relevant
information, such as debug hints.

@deffn {Scheme Procedure} procedure-name proc
@deffnx {C Function} scm_procedure_name (proc)
Return the name of the procedure @var{proc}
@end deffn

@deffn {Scheme Procedure} procedure-source proc
@deffnx {C Function} scm_procedure_source (proc)
Return the source of the procedure @var{proc}. Returns @code{#f} if
the source code is not available.
@end deffn

@deffn {Scheme Procedure} procedure-properties proc
@deffnx {C Function} scm_procedure_properties (proc)
Return the properties associated with @var{proc}, as an association
list.
@end deffn

@deffn {Scheme Procedure} procedure-property proc key
@deffnx {C Function} scm_procedure_property (proc, key)
Return the property of @var{proc} with name @var{key}.
@end deffn

@deffn {Scheme Procedure} set-procedure-properties! proc alist
@deffnx {C Function} scm_set_procedure_properties_x (proc, alist)
Set @var{proc}'s property list to @var{alist}.
@end deffn

@deffn {Scheme Procedure} set-procedure-property! proc key value
@deffnx {C Function} scm_set_procedure_property_x (proc, key, value)
In @var{proc}'s property list, set the property named @var{key} to
@var{value}.
@end deffn

@cindex procedure documentation
Documentation for a procedure can be accessed with the procedure
@code{procedure-documentation}.

@deffn {Scheme Procedure} procedure-documentation proc
@deffnx {C Function} scm_procedure_documentation (proc)
Return the documentation string associated with @code{proc}.  By
convention, if a procedure contains more than one expression and the
first expression is a string constant, that string is assumed to contain
documentation for that procedure.
@end deffn


@node Procedures with Setters
@subsection Procedures with Setters

@c FIXME::martin: Review me!

@c FIXME::martin: Document `operator struct'.

@cindex procedure with setter
@cindex setter
A @dfn{procedure with setter} is a special kind of procedure which
normally behaves like any accessor procedure, that is a procedure which
accesses a data structure.  The difference is that this kind of
procedure has a so-called @dfn{setter} attached, which is a procedure
for storing something into a data structure.

Procedures with setters are treated specially when the procedure appears
in the special form @code{set!} (REFFIXME).  How it works is best shown
by example.

Suppose we have a procedure called @code{foo-ref}, which accepts two
arguments, a value of type @code{foo} and an integer.  The procedure
returns the value stored at the given index in the @code{foo} object.
Let @code{f} be a variable containing such a @code{foo} data
structure.@footnote{Working definitions would be:
@lisp
(define foo-ref vector-ref)
(define foo-set! vector-set!)
(define f (make-vector 2 #f))
@end lisp
}

@lisp
(foo-ref f 0)       @result{} bar
(foo-ref f 1)       @result{} braz
@end lisp

Also suppose that a corresponding setter procedure called
@code{foo-set!} does exist.

@lisp
(foo-set! f 0 'bla)
(foo-ref f 0)       @result{} bla
@end lisp

Now we could create a new procedure called @code{foo}, which is a
procedure with setter, by calling @code{make-procedure-with-setter} with
the accessor and setter procedures @code{foo-ref} and @code{foo-set!}.
Let us call this new procedure @code{foo}.

@lisp
(define foo (make-procedure-with-setter foo-ref foo-set!))
@end lisp

@code{foo} can from now on be used to either read from the data
structure stored in @code{f}, or to write into the structure.

@lisp
(set! (foo f 0) 'dum)
(foo f 0)          @result{} dum
@end lisp

@deffn {Scheme Procedure} make-procedure-with-setter procedure setter
@deffnx {C Function} scm_make_procedure_with_setter (procedure, setter)
Create a new procedure which behaves like @var{procedure}, but
with the associated setter @var{setter}.
@end deffn

@deffn {Scheme Procedure} procedure-with-setter? obj
@deffnx {C Function} scm_procedure_with_setter_p (obj)
Return @code{#t} if @var{obj} is a procedure with an
associated setter procedure.
@end deffn

@deffn {Scheme Procedure} procedure proc
@deffnx {C Function} scm_procedure (proc)
Return the procedure of @var{proc}, which must be an
applicable struct.
@end deffn

@deffn {Scheme Procedure} setter proc
Return the setter of @var{proc}, which must be either a procedure with
setter or an operator struct.
@end deffn

@node Inlinable Procedures
@subsection Inlinable Procedures

@cindex inlining
@cindex procedure inlining
You can define an @dfn{inlinable procedure} by using
@code{define-inlinable} instead of @code{define}.  An inlinable
procedure behaves the same as a regular procedure, but direct calls will
result in the procedure body being inlined into the caller.

@cindex partial evaluator
Bear in mind that starting from version 2.0.3, Guile has a partial
evaluator that can inline the body of inner procedures when deemed
appropriate:

@example
scheme@@(guile-user)> ,optimize (define (foo x)
                                 (define (bar) (+ x 3))
                                 (* (bar) 2))
$1 = (define foo
       (lambda (#@{x 94@}#) (* (+ #@{x 94@}# 3) 2)))
@end example

@noindent
The partial evaluator does not inline top-level bindings, though, so
this is a situation where you may find it interesting to use
@code{define-inlinable}.

Procedures defined with @code{define-inlinable} are @emph{always}
inlined, at all direct call sites.  This eliminates function call
overhead at the expense of an increase in code size.  Additionally, the
caller will not transparently use the new definition if the inline
procedure is redefined.  It is not possible to trace an inlined
procedures or install a breakpoint in it (@pxref{Traps}).  For these
reasons, you should not make a procedure inlinable unless it
demonstrably improves performance in a crucial way.

In general, only small procedures should be considered for inlining, as
making large procedures inlinable will probably result in an increase in
code size.  Additionally, the elimination of the call overhead rarely
matters for large procedures.

@deffn {Scheme Syntax} define-inlinable (name parameter @dots{}) body1 body2 @dots{}
Define @var{name} as a procedure with parameters @var{parameter}s and
bodies @var{body1}, @var{body2}, @enddots{}.
@end deffn

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