This package contains problems used for evaluation, and the raw evaluation data, and the scripts necessary for the reproduction of the results for the conference paper Superposition for Full Higher-Order Logic, the associated technical report, and the journal article Superposition for Higher-Order Logic. Zipperposition is available at https://github.com/sneeuwballen/zipperposition. See the README file in the archive below for detailed instructions on how to run it. Note: For Figure 2, configuration dynamic_cl in the package corresponds to outer in the paper; fluid_off (the base configuration) corresponds to immediate; and clausification_off corresponds to inner
In the last decades, proof assistants have been immeasurably useful in formally proving validity of ...
International audienceWe present a complete superposition calculus for first-order logic with an int...
This is the package containing the raw evaluation data for the paper "SAT-Inspired Higher-Order Elim...
This package contains the raw evaluation data, and the scripts necessary for the reproduction of the...
This archive contains the evaluation results, scripts, problems and executables used for the evaluat...
We provide the following supplementary material for our article. Zipperposition Compilation instru...
We provide the following supplementary material for our paper. The longer version of our paper can b...
We introduce refutationally complete superposition calculi for intentional and extensional λ-free hi...
International audienceWe designed a superposition calculus for a clausal fragment of extensional pol...
We recently designed two calculi as stepping stones towards superposition for full higher-order logi...
International audienceWe recently designed two calculi as stepping stones towards superposition for ...
We designed a superposition calculus for a clausal fragment of extensional polymorphic higher-order ...
This page contains supplementary material for the article The Embedding Path Order for Lambda-Free H...
This archive contains the problems, raw evaluation results and scripts for running the experiments d...
We present a pragmatic approach to extending a Boolean-free higher-order superposition calculus to s...
In the last decades, proof assistants have been immeasurably useful in formally proving validity of ...
International audienceWe present a complete superposition calculus for first-order logic with an int...
This is the package containing the raw evaluation data for the paper "SAT-Inspired Higher-Order Elim...
This package contains the raw evaluation data, and the scripts necessary for the reproduction of the...
This archive contains the evaluation results, scripts, problems and executables used for the evaluat...
We provide the following supplementary material for our article. Zipperposition Compilation instru...
We provide the following supplementary material for our paper. The longer version of our paper can b...
We introduce refutationally complete superposition calculi for intentional and extensional λ-free hi...
International audienceWe designed a superposition calculus for a clausal fragment of extensional pol...
We recently designed two calculi as stepping stones towards superposition for full higher-order logi...
International audienceWe recently designed two calculi as stepping stones towards superposition for ...
We designed a superposition calculus for a clausal fragment of extensional polymorphic higher-order ...
This page contains supplementary material for the article The Embedding Path Order for Lambda-Free H...
This archive contains the problems, raw evaluation results and scripts for running the experiments d...
We present a pragmatic approach to extending a Boolean-free higher-order superposition calculus to s...
In the last decades, proof assistants have been immeasurably useful in formally proving validity of ...
International audienceWe present a complete superposition calculus for first-order logic with an int...
This is the package containing the raw evaluation data for the paper "SAT-Inspired Higher-Order Elim...