Al Dente/Examples
Jump to navigation
Jump to search
Examples of Al Dente code.
Value conditional example
BitStream { zero; one; BitStream tail; zero excludes one; tail.zero or tail.one requires zero or one; }
BitStreamConditional { pickFirst; pickSecond; BitStream inputFirst; BitStream inputSecond; BitStream output; BitStreamConditional tail; pickFirst excludes pickSecond; output.zero requires pickFirst and inputFirst.zero or pickSecond and inputSecond.zero; output.one requires pickFirst and inputFirst.one or pickSecond and inputSecond.one; tail.pickFirst requires pickFirst; tail.pickSecond requires pickSecond; tail.inputFirst matches inputFirst.tail; tail.inputSecond matches inputSecond.tail; tail.output matches output.tail; }
These classes demonstrate how a choice can be made between two BitStream
s. Another class can state that a BitStream
matches
each of the two input streams of a BitStreamConditional
, and also set one or the other (but not both) of pickFirst
and pickSecond
. The values of pickFirst
and pickSecond
will cascade down the BitStreamConditional
via the requires
chains. The elements of the input streams will be immediately mirrored into the BitStreamConditional
. The appropriate events will then be copied into output
and mirrored in the output stream.
Natural numbers and arithmetic
Number { zero; succ; Number tail; zero excludes succ; tail.zero or tail.succ requires succ; } Copier { copy; Number in; Number out; Copier copier; copy requires ((in.zero and out.zero) or (in.succ and out.succ)); copier.in matches in.tail; copier.out matches out.tail; copier.copy requires copy; copy requires copier.copy or in.zero; } Add { Number in1; Number in2; Number out; Copier copier; Copier in2copier; Copier outcopier; Add next; copier.copy matches in1.zero; copier.in matches in2; copier.out matches out; outcopier.copy matches in1.succ; outcopier.in matches next.out; outcopier.out matches out; next.in1 matches in1.tail; in2copier.copy matches in1.succ; in2copier.in matches in2; in2copier.out matches next.in2.tail; }
There you have it.
Hopefully multiplication won't be too complicated.