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Programming with a Differentiable Forth Interpreter

ICML 2017 · Large language models › Agents, code and math · approach: LLM-guided program synthesis · 92 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use a Forth sketch with a length-generalizing outer loop instead of Seq2SeqSorting · Bubble sort, test length 64, train length 2accuracy (Hamming distance): 13.3 -> 100.0Helped
Provide comparison behavior in the sketch, leaving only the comparison to learn∂4 sorting sketches · Bubble sort, test length 64, train length 4accuracy (Hamming distance): 7.81 -> 20.65Helped
Train the sorting sketches on length-4 sequences rather than shorter sequences∂4 sorting sketches · Bubble sort, test length 64accuracy (Hamming distance): Permute: 100.0 -> 7.81; Compare: 100.0 -> 20.65Hurt
Use a recursive addition sketch rather than Seq2SeqAddition · Addition, test length 64, train length 2accuracy (Hamming distance): 15.0 -> 100.0Helped
Specify carry and output-digit choices in the sketch rather than directly manipulating state∂4 addition sketches · Addition, test length 64, train length 2accuracy (Hamming distance): 99.49 -> 100.0Helped
Train the Manipulate sketch with more examples∂4 Manipulate · Addition, test length 64, train length 2 versus 4accuracy (Hamming distance): 99.49 -> 100.0Helped
Train a joint text reader and differentiable interpreter end-to-end from question-answer pairsCommon Core (CC) · Common Core (CC)accuracy (%): 95.0 -> 96.0Helped
Use ∂4 without data augmentation instead of GeNeRe with additional dataCommon Core (CC) · Common Core (CC)accuracy (%): 98.5 -> 96.0Hurt

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