Markov-chain based text generator for Raku language
SYNOPSIS
use Text::Markov;
my $mc = Text::Markov.new;
$mc.feed( qw{Easy things should be easy and hard things should be possible.} );
$mc.feed( qw{People who live in glass houses should not throw stones.} );
$mc.feed( qw{Live and let live.} );
say $mc.read( );
# People who live in glass houses should be easy and let live.
METHODS
Markov chain is a mathematical system.
To understand terminology used below read OPERATING PRINCIPLE paragraph first.
new( order => 2 )
Order (optional, default 1
) controls how many past states determine possibe future states.
feed( 'I', 'like', 'pancakes.' )
Add transitions of states.
State can be represented by any object that can be identified by nonempty String.
feeder( $sequence )
Stream version of feed( )
, allows to load transition of states from Sequence.
Useful for feeding large inputs on the fly, like for example whole book word by word.
read( ) / read( 128 )
Generate chain of states up to requested length (optional, default 1024
).
reader( ) / reader( 'I', 'like' )
Stream version of read( )
. Returns lazy Sequence that will provide states.
Useful for generating large (potentially infinite) outputs on the fly.
Accepts initial states, provided list must be no longer than chain order
.
OPERATING PRINCIPLE
Let's put abstract hat on and imagine that each word represents state.
Therefore sentence made of words can be represented as transitions between states.
For example sentence I like what I see
is expressed by the following graph:
4 +------+
+------------| what |<----+
| +------+ |
| |
v | 3
+-------+ 1 +---+ 2 +------+ |
| START |--------->| I |--------->| like |-----+
+-------+ +---+ +------+
|
|
| 5 +-----+ 6 +-----+
+----------->| see |--------->| END |
+-----+ +-----+
It may be surprising but transition number is not important for feed and can be discarded.
Instead of that transitions counters are stored (in this example each transition occured only once):
1x +------+
+------------| what |<----+
| +------+ |
| |
v | 1x
+-------+ 1x +---+ 1x +------+ |
| START |--------->| I |--------->| like |-----+
+-------+ +---+ +------+
|
|
| 1x +-----+ 1x +-----+
+----------->| see |--------->| END |
+-----+ +-----+
Next sentenceNow I see you like cookies
when passed to feed
will simply add new transitions or increase counters of already existing ones in the same graph:
1x +------+
+------------| what |<----+
| +------+ |
| |
v | 1x
+-------+ 1x +---+ 1x +------+ |
| START |--------->| I |--------->| like |-----+
+-------+ +---+ +------+
| ^ | ^ |
| | | 1x | |
1x | 1x | | | | 1x
| +-----+ | | +-----+ | +---------+
+-->| Now |-----+ | | you | +------->| cookies |
+-----+ | +-----+ +---------+
| ^ |
| | 1x | 1x
| | v
| 2x +-----+ 1x +-----+
+---------->| see |--------->| END |
+-----+ +-----+
Markov chain is generated
by making transitions from the current state to one of the next possible future states
with respecting probability assigned to each transition.
The higher the counter the more probable transition is.
Let's generate:
- From
START
transition can be made to I
[50% chance] or Now
[50% chance] - I
is rolled. - From
I
transition can be made to like
[33.(3)% chance] or see
[66.(6)% chance] - like
is rolled. - From
like
transition can be made to what
[50% chance] or cookies
[50% chance] - cookies
is rolled. - From
cookies
transition can be made only to END
[100% chance].
New sentence I like cookies
is generated!
Note that it is not subpart of any sentence that was used by feed to create graph,
yet it has correct grammar and makes sense.
Improving output quality
Default setup will produce a lot of nonsense. From sentences...
I was tired.
It was snowing.
Today I was going to do something useful.
...new sentence I was snowing.
may be generated.
It happens because single was
word does not give enough context to make rational transitions only.
Param order => 2
in constructor restricts possible transitions to those which appears after two past states.
So from I was
only two transitions are possible and more reasonable Today I was tired.
sentence may be generated.
This is called Markov chain of order m.
The higher the order the more sensible output but more feed is also required. You have to experiment :)