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In mathematical logic, proof compression by RecycleUnits is a method for compressing propositional logic resolution proofs.Its main idea is to make use of intermediate (e.g. non input) proof results being unit clauses, i.e. clauses containing only one literal. Certain proof nodes can be replaced with the nodes representing these unit clauses.After this operation the obtained graph is transformed into a valid proof.The output proof is shorter than the original while being equivalent or stronger.

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  • RecycleUnits (en)
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  • In mathematical logic, proof compression by RecycleUnits is a method for compressing propositional logic resolution proofs.Its main idea is to make use of intermediate (e.g. non input) proof results being unit clauses, i.e. clauses containing only one literal. Certain proof nodes can be replaced with the nodes representing these unit clauses.After this operation the obtained graph is transformed into a valid proof.The output proof is shorter than the original while being equivalent or stronger. (en)
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  • In mathematical logic, proof compression by RecycleUnits is a method for compressing propositional logic resolution proofs.Its main idea is to make use of intermediate (e.g. non input) proof results being unit clauses, i.e. clauses containing only one literal. Certain proof nodes can be replaced with the nodes representing these unit clauses.After this operation the obtained graph is transformed into a valid proof.The output proof is shorter than the original while being equivalent or stronger. (en)
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