tweak: small refactor; add a type for prediction
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src/jit_bayes
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src/jit_bayes
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@ -4,9 +4,38 @@ import sequtils
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import std/sugar
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import std/algorithm
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## Define type
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type prediction = (string, float)
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# string represents a hypothesis,
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# prediction represents the predictionability mass
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## Utils
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## Find index (or -1)
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proc findIndex(xs: seq[string], y: string): int =
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for i, x in xs:
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if x == y:
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return i
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return -1
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## Do simple predictions
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proc comparePredictions (x: prediction, y: prediction): int =
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let (_, p1) = x
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let (_, p2) = y
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if p1 < p2: return 1
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elif p1 > p2: return -1
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else: return 0
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proc getProbability (t: prediction): float =
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let (_, p) = t
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return p
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proc getHypothesis (t: prediction): string =
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let (h, _) = t
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return h
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## Get sequences
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## let file_path = "../data/stripped"
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let file_path = "../data/one_to_three"
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## let file_path = "../data/stripped"
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proc getOEIS(): seq[seq[string]] =
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let f = open(file_path)
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var i = 0
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@ -47,25 +76,9 @@ proc getSequencesWithStart(seqs: seq[seq[string]], start: seq[string]): seq[seq[
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# var continuations = getSequencesWithStart(seqs, start)
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# print continuations
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## Find index (or -1)
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proc findIndex(xs: seq[string], y: string): int =
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for i, x in xs:
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if x == y:
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return i
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return -1
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## Do simple predictions
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proc compareTuple (x: (string, float), y: (string, float)): int =
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let (_, p1) = x
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let (_, p2) = y
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if p1 < p2: return 1
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elif p1 > p2: return -1
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else: return 0
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proc predictContinuation(seqs: seq[seq[string]], start: seq[string]): seq[(string, float)] =
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let continuations = getSequencesWithStart(seqs, start)
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let l = start.len
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proc predictContinuation(seqs: seq[seq[string]], observations: seq[string]): seq[prediction] =
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let continuations = getSequencesWithStart(seqs, observations)
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let l = observations.len
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var nexts: seq[string]
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var ps: seq[float]
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for c in continuations:
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@ -79,26 +92,19 @@ proc predictContinuation(seqs: seq[seq[string]], start: seq[string]): seq[(strin
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let sum = foldl(ps, a + b, 0.0)
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ps = ps.map( p => p/sum)
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var next_and_ps = zip(nexts, ps)
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# next_and_ps = sort(next_and_ps, compareTuple)
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sort(next_and_ps, compareTuple)
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sort(next_and_ps, comparePredictions)
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# ^ sorts in place
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# also, openArray refers to both arrays and sequences.
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return next_and_ps
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var start = @["1", "2", "3", "4", "5", "6"]
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echo "Initial sequence", start
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print "Full prediction with access to all hypotheses:"
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let continuation_probabilities = predictContinuation(seqs, start)
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print continuation_probabilities
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## Predict continuation but without access to all oeis sequences
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proc predictContinuationWithTruncatedHypotheses(seqs: seq[seq[string]], start: seq[string], num_hypotheses: int): seq[(string, float)] =
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proc predictContinuationWithTruncatedHypotheses(seqs: seq[seq[string]], start: seq[string], num_hypotheses: int): seq[prediction] =
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let n = if num_hypotheses < seqs.len: num_hypotheses else: seqs.len
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let truncated_seqs = seqs[0..<n]
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return predictContinuation(truncated_seqs, start)
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proc showPredictionsWithMoreHypotheses() =
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proc showPredictionsWithMoreHypotheses(seqs: seq[seq[string]], start: seq[string]) =
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let l = seqs.len
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for i in 1..10:
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let n = (l.float * (i.float/10.0)).int
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@ -110,16 +116,30 @@ proc showPredictionsWithMoreHypotheses() =
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proc jitBayesLoop(
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seqs: seq[seq[string]],
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observations: seq[string],
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n_observations_seen: int,
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initial_num_hypotheses: int,
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num_hypotheses_step: int,
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observations: seq[string]
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) =
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let l = observations.len
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var hypotheses = seqs[0..initial_num_hypotheses]
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for i in 1..<l:
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for i in n_observations_seen..<l:
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let predictions = predictContinuation(hypotheses, observations[0..<i])
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echo "Prediction after seeing ", i, " observations: ", observations[0..<i]
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print predictions
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jitBayesLoop()
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## let possible_continuations = predictions.map()
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## Display outputs
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var observations = @["1", "2", "3", "4", "5", "6"]
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echo "Initial sequence", observations
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print "Full prediction with access to all hypotheses (~Solomonoff)"
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let continuation_probabilities = predictContinuation(seqs, observations)
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print continuation_probabilities
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print "Prediction with limited number of hypotheses (~JIT-Bayes)"
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jitBayesLoop(seqs, observations, 3, 1_000, 1_000)
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