λ Functional

Functional programming treats computation as the evaluation of mathematical functions and avoids changing-state and mutable data. It is declarative, which means expressions instead of statements.

Siler is bundled with the Siler\Functional namespace. It brings some function declarations that aids the work with another first-class and high-order PHP functions!

identity()

Returns a Closure that returns its given arguments.

use Siler\Functional as λ;

array_map(λ\identity(), [1, 2, 3]);
// [1, 2, 3]

Doesn't seem useful at first, but working with the functional paradigm, you'll find the reason shortly.

always($value) Almost like identity(), but it always returns the given value. use Siler\Functional as λ; array_map(λ\always('foo'), range(1, 3)); // [foo, foo, foo] if_else(callable$cond) -> $then ->$else

A functional if/then/else.

use Siler\Functional as λ;

$pred = λ\if_else(λ\equal('foo'))(λ\always('is foo'))(λ\always('isnt foo')); echo$pred('foo'); // is foo
echo $pred('bar'); // isnt foo partial(callable$callable, ...$partial) Nothing like a good example: use Siler\Functional as λ;$add = function ($a,$b) {
return $a +$b;
};

$add2 = λ\partial($add, 2);

echo $add2(3); // 5 Works with any callable: use Siler\Functional as λ;$explodeCommas = λ\partial('explode', ',');
print_r($explodeCommas('foo,bar,baz')); /** * Array * ( * [0] => foo * [1] => bar * [2] => baz * ) */ match(array$matches)

A pattern-match attempt. Truthy Closure evaluations on the left calls and short-circuits evaluations on the right.

use Siler\Functional as λ;

$nameOf = λ\match([ [λ\equal(1), λ\always('one')], [λ\equal(2), λ\always('two')], [λ\equal(3), λ\always('three')], ]); echo$nameOf(1); // one
echo $nameOf(2); // two echo$nameOf(3); // three

There are a lot more of them. A good place it check it out are the tests.

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