Math-Symbolic
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lib/Math/Symbolic/Constant.pm view on Meta::CPAN
my $zero = Math::Symbolic::Constant->zero();
my $one = Math::Symbolic::Constant->one();
my $euler = Math::Symbolic::Constant->euler();
# e = 2.718281828...
=head1 DESCRIPTION
This module implements numeric constants for Math::Symbolic trees.
=head2 EXPORT
None by default.
=cut
package Math::Symbolic::Constant;
use 5.006;
use strict;
use warnings;
use Carp;
use Math::Symbolic::ExportConstants qw/:all/;
use base 'Math::Symbolic::Base';
our $VERSION = '0.612';
=head1 METHODS
=cut
=head2 Constructor new
Takes hash reference of key-value pairs as argument.
Special case: a value for the constant instead of the hash.
Returns a Math::Symbolic::Constant.
=cut
sub new {
my $proto = shift;
my $class = ref($proto) || $proto;
my %args;
%args = %{ shift() } if @_ && ref( $_[0] ) eq 'HASH';
my $value = ( @_ && !%args ? shift : $args{value} );
$value = $proto->value() if !defined($value) and ref($proto);
croak("Math::Symbolic::Constant created with undefined value!")
if not defined($value);
my $self = {
special => '',
( ref($proto) ? %$proto : () ),
value => $value,
%args,
};
bless $self => $class;
}
=head2 Constructor zero
Arguments are treated as key-value pairs of object attributes.
Returns a Math::Symbolic::Constant with value of 0.
=cut
sub zero {
my $proto = shift;
my $class = ref($proto) || $proto;
croak("Uneven number of arguments to zero()") if @_ % 2;
return(
bless {@_, value => 0, special => 'zero' } => $class
);
# return $class->new( { @_, value => 0, special => 'zero' } );
}
=head2 Constructor one
Arguments are treated as key-value pairs of object attributes.
Returns a Math::Symbolic::Constant with value of 1.
=cut
sub one {
my $proto = shift;
my $class = ref($proto) || $proto;
croak("Uneven number of arguments to one()") if @_ % 2;
return(
bless {@_, value => 1, special => 'one' } => $class
);
#return $class->new( { @_, value => 1 } );
}
=head2 Constructor euler
Arguments are treated as key-value pairs of object attributes.
Returns a Math::Symbolic::Constant with value of e, the Euler number.
The object has its 'special' attribute set to 'euler'.
=cut
sub euler {
my $proto = shift;
my $class = ref($proto) || $proto;
croak("Uneven number of arguments to euler()") if @_ % 2;
return(
bless {@_, value => EULER, special => 'euler' } => $class
);
#return $class->new( { @_, value => EULER, special => 'euler' } );
}
=head2 Constructor pi
Arguments are treated as key-value pairs of object attributes.
Returns a Math::Symbolic::Constant with value of pi.
The object has its 'special' attribute set to 'pi'.
=cut
sub pi {
my $proto = shift;
my $class = ref($proto) || $proto;
croak("Uneven number of arguments to pi()") if @_ % 2;
return(
bless {@_, value => PI, special => 'pi' } => $class
);
#return $class->new( { @_, value => PI, special => 'pi' } );
}
=head2 Method value
value() evaluates the Math::Symbolic tree to its numeric representation.
value() without arguments requires that every variable in the tree contains
a defined value attribute. Please note that this refers to every variable
I<object>, not just every named variable.
value() with one argument sets the object's value if you're dealing with
Variables or Constants. In case of operators, a call with one argument will
assume that the argument is a hash reference. (see next paragraph)
value() with named arguments (key/value pairs) associates variables in the tree
with the value-arguments if the corresponging key matches the variable name.
(Can one say this any more complicated?) Since version 0.132, an
equivalent and valid syntax is to pass a single hash reference instead of a
list.
Example: $tree->value(x => 1, y => 2, z => 3, t => 0) assigns the value 1 to
any occurrances of variables of the name "x", aso.
If a variable in the tree has no value set (and no argument of value sets
it temporarily), the call to value() returns undef.
=cut
sub value {
my $self = shift;
if ( @_ == 1 and not ref( $_[0] ) eq 'HASH' ) {
croak "Constant assigned undefined value!"
if not defined $_[0];
$self->{value} = $_[0];
$self->{special} = undef; # !!!FIXME!!! one day, this
# needs better handling.
}
return $self->{value};
}
=head2 Method signature
signature() returns a tree's signature.
In the context of Math::Symbolic, signatures are the list of variables
any given tree depends on. That means the tree "v*t+x" depends on the
variables v, t, and x. Thus, applying signature() on the tree that would
be parsed from above example yields the sorted list ('t', 'v', 'x').
Constants do not depend on any variables and therefore return the empty list.
Obviously, operators' dependencies vary.
Math::Symbolic::Variable objects, however, may have a slightly more
involved signature. By convention, Math::Symbolic variables depend on
themselves. That means their signature contains their own name. But they
can also depend on various other variables because variables themselves
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