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CPPAWK-CONS(1) Cons Cells CPPAWK-CONS(1)
NAME
cons - Lisp-like data representation and control flow macros
SYNOPSIS
#include <cons.h>
// Basic control-flow macros
progn(...) // eval multiple expressions, yield last
prog(...) // eval multiple expressions, yield 1
and(...) // short circuit and; yields nil or last expr
or(...) // short-circuit or: yields first true expr
// Lisp-like data structuring
nil // empty list; Boolean false.
consp(x) // is x a cons cell?
atom(x) // is x an atom?
null(x) // is x the nil object?
endp(x) // true if x is cons, false if nil, else error
numberp(x) // true if x is a number
stringp(x) // true if x is a boxed string
symbolp(x) // true if x is a boxed string
box(av) // convert Awk number or string Lisp value.
unbox(lv) // convert Lisp value to Awk number or string.
box_sym(av) // create Lisp symbol named av
cons(a, d) // create cons cell with car = a and cdr = d.
car(x) // retrieve car of cons cell x.
cdr(x) // retrieve cdr of cons cell x.
sexp(x) // convert Lisp value to S-expression string
equal(x, y) // test whether two Lisp values are equal
list(...) // return argument values as a Lisp list
append(...) // append list arguments; last may be atom
li(...) // inline macro version of list
listar(...) // Lisp's list*, implemented as a macro
member(y, x) // first suffix of list x starting with y
position(y, x) // zero-based position of y in list x
nth(i, x) // zero-based i-th item from list x
nthcdr(i, x) // suffix of x starting at i-th item
reverse(x) // reverse list x
iota(x, y[, d]) // numbers from x to y, incrementing by
uniq(x) // list x deduplicated
mapcar(f, x) // map list through function f
mappend(f, x) // map list through f, append results
// array -> list conversion
atol(x) // convert values of Awk array a to list
keys(x) // return list of keys of Awk array x
// field <-> list conversion
ftol(x) // convert Awk positional fields to list
ltof(x) // set Awk positional fields from list x
// list iteration
dolist(item, list)
statement
dolisti(item, index, list)
statement
// push and pop
push(y, x) // push item y onto x, updating location x
pop(x) // pop item from list x, updating x
// procedural list construction
bag = list_create()
bag = list_add(bag, item1)
bag = list_add(bag, item2)
list = list_end(bag)
// bags macro: collect into multiple bags that become lists
bags (b1, b2, ...) { bag(b1, value) ... }
OVERVIEW
Due to the data structuring limitations of the Awk language, the cppawk representation of
Lisp-like data structures is only a sham built on character strings. The term mock Lisp is
sometimes given to this kind of phony, but functional, imitation of Lisp. The term is due
to James Gosling, who in the early 1980's implemented a language actually called "Mock
Lisp" in support of a text editor. Mock Lisp treated character strings containing words
and parentheses as if they were nested lists.
cppawk's mock Lisp data structures do not internally use parentheses but are nevertheless
implemented using the string data type. Each mock Lisp value is an Awk character string.
The exact specification for how this works is given in the BOXED VS. UNBOXED section be-
low.
Rationale: why the character strings is used as the basis is that it is the only aggregate
data structure that Awk can pass into functions as an argument, and return out of func-
tions. The only two other aggregate structures in Awk are the associative array, and the
positional fields. The positional fields are a kind of global array that exists as a sin-
gle instance accessed by the $ operator together with a numeric argument. Even if this
somehow were useful to an implementor of Lisp data structures, the plan would be foiled by
the requirement that the Awk application has full control and use of the positional param-
eters. The associative array seems more useful, but though arrays can be passed into func-
tions, they cannot be returned. Moreover, arrays are never anonymous in Awk; they are al-
ways stored in a named variable.
Other Lisp data structuring imitations in Awk have been written, which typically use a
global array to simulate a Lisp heap, with reference semantics, garbage collection and
all. The goal of cppawk's cons library is not to create a Lisp interpreter within Awk (and
there isn't one), but to enhance Awk programming with Lisp-inspired List processing which
seamlessly integrates with existing Awk programming idioms.
Given what it is, and how it is implemented, the library provides Lisp-like list process-
ing of decent fidelity. It replicates the cons cell abstraction: it features lists made of
cons cells, terminated by a nil symbol.
BOXED VS. UNBOXED
The cons library flexibly handles two kinds of data: boxed values ("Lisp objects") and un-
boxed values ("Awk values").
Certain kinds of values only exist in the boxed representation. Awk has no native cons
data type, or symbol type; so these only exist as boxed representations.
Numbers exist only in the unboxed representation; nothing special is done with Awk numbers
to incorporate them into a Lisp structure such as a list; their character string image is
stored. Awk numbers already have a string nature, so packing them as strings into a larger
string is natural to Awk.
In the boxed representation, every object is a string whose first character is a type
code. The rest of the string has a meaning which depends on the type code.
There are currently three type codes:
T The type code letter T stands for "text": it denotes a character string. The char-
acters after the T specify the string data.
S The type code S denotes a symbol; the characters after the type code are the symbol
name.
C The type code letter C denotes a cons cell. This has a more complicated structure
than T or S. The C is immediately followed by a header consisting of four items: a
non-negative decimal integer, a comma, another non-negative decimal integer, and a
colon. More data may follow after the colon. The first integer gives the length,
in characters, of the cons cell's car object. The second integer gives the length,
in characters, of the cons cell's cdr object. Thus, it is clear, that a "cons cell"
in cppawk is not actually a heap-allocated node with pointers to other objects, but
a string which entirely contains the objects. The list (1 2 3), for instance, gets
represented by the character string C1,12:1C1,6:2C1,0:3. The string fully de-
scribes it; there is no part of the list stored elsewhere. Three C's appear in the
string, because the list has tree items and thus three cons cells. C:1,12 means
that the first car is one character long, and the rest of the list is 12 characters
long. That one-character-long car is the 1 that immediately follows the colon after
the length 12. The rest of the list, (2 3), is then the C1,6:2C1,0:3 part. Here,
again, there is a one-character-long car which is 2 and then the six-character rest
of the list C1,0:3. Here is where things get interesting. The car of the last cell
is 3. Curiously, the length of the cdr is zero, and nothing appears after the 3.
The reason for this is that the list is terminated by the nil object. The nil ob-
ject has zero length because in cppawk, nil is represented by the empty string.
U The U type code represents the boxed version of the Awk undefined value, such as
the value of an undefined variable. Application code which needs to reliably pre-
serve undefinedness of a value through Lisp operations should box and unbox it.
It should be obvious that because the cons cell representation uses a length + data encod-
ing, a cons cell can store any pair of Awk values, whether they are boxed or unboxed. For
instance,
cons("C3,5:d", 4)
works perfectly well; and if the car function is applied to the result, it will yield the
string "C3,5:d". Note that this string also looks like a corrupt cons cell: it has the C
type code followed by length fields, but the data portion is insufficiently long. This
will only be a problem if the application expects that the car of the cell is a boxed Lisp
object, and treats it as such: for instance by trying to perform some list operation on
it. It's up to the application to put a boxed value into a cons cell, if it expects to re-
trieve one.
TREATMENT OF BOOLEAN VALUES
In Lisp, how Boolean truth works it that the nil object is false, and every other object
is true. Recall that nil also serves as the empty list; so empty lists are "falsy", and
non empty lists "truthy".
In the cppawk mock Lisp system, this is adjusted to fit Awk semantics.
In Awk, three possible values are false:
1. The undefined value, such as the value of a variable that has never been assigned,
or a function parameter that was never passed,
2. The empty string.
3. The number zero.
The mock Lisp system adopts these same conventions in order to integrate with Awk. One of
these values is chosen as the symbol nil and that is the empty string. This is defined as
a macro:
#define nil ""
By empty string, we here mean the empty Awk string. The empty Lisp string is represented
as the one-character-long Awk string "T", which is not false.
Note that the boxed undefined value tests true, not false.
CONTROL FLOW PRIMITIVES
The control flow primitives are macros patterned after similar macros found in some Lisp
dialects.
Macros prog and progn
Syntax:
prog(expr1, expr2, ...)
progn(expr1, expr2, ...)
Description:
The prog and progn macros evaluate all their argument forms from left to right.
The prog macro evaluates one or more expressions expr1, expr2,
The progn macro evaluates one or more expressions expr1, expr2,
Example:
// simulate missing comma operator in Awk
for (prog(i = 0, j = 0);
i < N;
prog(i++, j += i))
{
}
// Write a macro swap() that can be used anywhere
// where an expression can be used, and returns the
// prior value of a.
#define swap(a, b, temp) (progn(temp = a, a = b, b = temp))
Macros and and or
Syntax:
and(expr1, expr2, ...)
or(expr1, expr2, ...)
Description:
The and and or macros evaluate their argument expressions from left to right.
The and macro stops evaluating when one of the expressions yields a false value, and
yields that value. If all expressions yield a true value, then and yields the value of the
last expression.
The or macro stops evaluating when one of the expressions yields a true value, and yields
that value. The remaining expressions are not evaluated. If or reaches the last expres-
sion, then it yields that expression's value.
Examples:
BEGIN { print or(0, "", nil, 3, 4) } # output is 3
BEGIN { print and(1, 2, 3, 4) } # output is 4
BEGIN { print and(0, 2, 3, 4) } # output is 0
BEGIN { print and(1, "", 3, 4) } # output same as print ""
DATA REPRESENTATION LIBRARY
In the following descriptions, the notations X=>Y and X->Y denote that the expression X
returns the value Y,
The => notation indicates that Y is being given as a native Awk value.
The -> notation indicates that Y is a boxed Lisp value being shown in Lisp syntax:
Examples:
cons(1, 2) -> (1 . 2)
cons(1, 2) => "C1,1:12"
Macro nil
Syntax:
nil
Description:
The nil macro expands to the empty string "". it is the representation of the empty list,
and behaves as a Boolean false, along with zero.
Functions consp and atom
Syntax:
consp(x)
atom(x)
Description: The consp function returns 1 if x is a cons cell, otherwise 0.
The atom function is the negation of consp: it returns 0 is a cons, otherwise 1. Any ob-
ject that is not a cons is classified as an atom.
Functions null and endp
Syntax:
null(x)
endp(x)
Description: The null function returns 1 if, and only if, x is the nil object (which is
the empty string). Otherwise it returns 1.
The endp function returns 1 if x is the nil object. If x is a cons, then it returns zero.
If x is any other object (and thus, an atom other than nil) the function prints a diagnos-
tic and terminates.
The purpose of endp is to provide a termination test for code that iterates over lists,
with error checking that detects improper lists. Improper lists are lists that end in an
atom other than the empty list nil.
Functions numberp, stringp and symbolp
Syntax:
numberp(x)
stringp(x)
symbolp(x)
Description:
These functions test, respectively, whether the object x is a number, string or symbol,
returning 1 to indicate true, 0 to indicate false.
An object is a string if, and only if, it is a boxed string. See the box function. Thus,
stringp("abc") returns zero. Code not working with boxed objects shouldn't rely on this
function and instead use numberp to distinguish numbers from non-numbers.
Examples:
numberp(3) -> 1
numberp(0) -> 1
numberp("") -> 0
numberp("abc") -> 0
numberp(cons(1, 2)) -> 0
stringp("") -> 0 // "" is the object nil
stringp("abc") -> 0 // not a boxed string
stringp(box("abc")) -> 1
stringp("Tabc")) -> 1 // manually boxed "abc"
symbolp(nil) -> 1 // nil is a symbol
symbolp("") -> 1 // indistinguishable from nil
symbolp(3) -> 0 // numbers are not symbols
symbolp("abc") -> 0 // not a symbol
symbolp("Sabc") -> 1 // manually produced symbol abc
Functions box, unbox and box_sym
Syntax:
box(av)
unbox(lv)
box_sym(av)
Description:
The box function creates a Lisp object from a native Awk value av. If av is numeric, then
box returns av. Note that a value like "1abc is numeric in Awk and behaves like 1 under
arithmetic. If av is the Awk undefined value, such as the value of a variable that has
never been assigned, then box returns a boxed representation of the undefined value. Oth-
erwise box returns a boxed string representation of av.
The unbox function recovers the Awk value from the Lisp object lv. If lv is a number,
then unbox returns lv. If lv is a boxed string, then unbox returns the plain Awk string.
If lv is a symbol, then unbox returns its name.
For any other value, unbox prints a diagnostic message and terminates the process.
The box_sym function boxes an Awk value av as a symbol. The string representation of av
becomes the symbol's name. The string "nil" boxes as the nil symbol, and not as B"Snil".
Examples:
box(0.707) => 0.707
box("") => "T"
box("abc") => "Tabc"
box(undefined_var) => "U"
unbox(nil) => "nil" // name of symbol nil is "nil"
unbox(box("abc")) => "abc"
unbox(3.14) -> 3.14
unbox(symbol("abc")) => "abc"
unbox("xyz") => ;; error
unbox("Txyz") => "xyz" // T type code indicates boxed string
box_sym("") => "S" // symbol with empty string name
box_sym(3.14) => "S3.14" // the symbol 3.14 (not a number)
box_sym("abc") => "Sabc" // the symbol abc
box_sym("nil") => "" -> nil // "nil" is the symbol nil
Functions cons, car and cdr
Syntax:
cons(a, d)
car(c)
cdr(c)
Description
The cons function constructs and returns a binary pair object called cons cell or just
cons. The cons holds the two argument values in two fields called car and cdr.
The arguments may be any values: any combination of boxed or unboxed objects.
The car function returns the car field of its cons cell argument.
Likewise, the cdr function returns the cdr field of its cons cell argument.
The car and cdr functions may be given the nil symbol as an argument instead of a cons, in
which case they return nil.
Examples:
cons(1, 2) => "C1,1:12" -> (1 . 2)
car(cons(1, 2)) -> 1
cdr(cons(1, "abc")) => "abc"
// Below, abc and def are assumed to be unassigned.
// Without boxing, undefined gets treated as nil.
cons(abc, def) => "C0,0:" -> (nil . nil)
car(cons(abc, def)) => "" -> nil
// Boxing passes through and recovers Awk undefined value
cons(box(abc), box(def)) => "C1,1:UU" -> (#U . #U)
car(cons(box(abc), box(def))) => ;; Awk undefined value
Function sexp
Syntax:
sexp(x)
Description The sexp function produces a printed representation of a Lisp object: an S-ex-
pression. This form reveals the structure in a readable format. It is returned as a
string.
String objects, boxed or unboxed, are rendered with double quotes. Any double quotes or
backslash character appearing in the string is preceded with a backslash.
Symbols are rendered without surrounding quotes, but with the same escaping scheme. The
nil symbol appears as nil.
A boxed undefined value appears as #U.
Cons cells are printed in a parenthesized notation, according to these rules:
1. A cons cell whose cdr is an atom other than nil is printed in the dotted pair nota-
tion as (a . b) where a and d are the recursively calculated S-expressions of the
car and cdr fields. The dot between the a and b is called the consing dot.
2 A cons cell cdr is the atom nil is printed more compactly as (a) where a is the re-
cursively calculated S-expression of the car field.
3 Whenever a cons cell appears as the cdr child of another cons cell, the parentheses
of the child are removed, as is the consing dot before it, merging it with the par-
ent. This rule is applied to the maximum extent possible. Visually, this means that
where the S-expression (a . (b ...)) would be produced, the dot and inner paren-
theses disappear, resulting instead in (a b ...).
Rules 2 and 3 result in an understandable notation for lists. For instance, if full use
of the dotted pair notation is made, the list of three numbers 1, 2, 3 appears like this:
(1 . (2 . (3 . nil))). Rule 2 reduces it slightly to (1 . (2 . (3))). A single ap-
plication application of rule 3 produces (1 . (2 3)), and one more application of the rule
results in (1 2 3). All these representations are equivalent, denoting exactly the same
data structure. The sexp function favors the last of these.
Examples:
BEGIN {
print sexp("abc")
print sexp(cons(1, cons(2, 3)))
print sexp(cons("a", cons(2, box(undef))))
print cons(nil, 1)
}
"abc"
(1 2 . 3)
("a" 2 . #U)
(nil . 1)
SEE ALSO
cppawk(1)
BUGS
AUTHOR
Kaz Kylheku <kaz@kylheku.com>
COPYRIGHT
Copyright 2022, BSD2 License.
cppawk Libraries 29 March 2022 CPPAWK-CONS(1)
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