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KeY Project

The KeY project provides a Deductive Java Program Verifier. This verifier is an interactive theorem prover designed for the verification of Java programs. You can find more information on KeY on our website and in the documentation.

The current version is 2.12.2, licensed under GPL v2.

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  1. key Public

    KeY Theorem Prover for Deductive Java Verification

    Java 54 29

  2. key-docs Public

    Documentation for the KeY Theorem Prover

    TeX 2 5

  3. awesome-key Public

    A curated list of tools and tutorials for the KeY Theorem Prover

    3

  4. verification-project-template Public template

    A template for larger verification projects with KeY

    Python 1

  5. key-java-example Public template

    Example project for program verification on the KeY platform

    Java 1 1

  6. symbex-java-example Public template

    Example to use the KeY Theorem Prover for Symbolic Execution

    Java

Repositories

Showing 10 of 22 repositories
  • key Public

    KeY Theorem Prover for Deductive Java Verification

    Java 54 29 315 (2 issues need help) 41 Updated Mar 20, 2025
  • setup-smt Public

    Github Action for setting up some SMT solvers

    TypeScript 0 MIT 0 0 0 Updated Mar 3, 2025
  • key-docs Public

    Documentation for the KeY Theorem Prover

    TeX 2 5 7 3 Updated Feb 17, 2025
  • keyclipse Public
    Java 2 GPL-2.0 1 0 0 Updated Dec 11, 2024
  • rbtree-verification Public Forked from gewitternacht/rbtree-verification

    A Java implementation of red-black trees, verified with KeY.

    Java 0 MIT 1 0 0 Updated Sep 22, 2024
  • ips4o-verify Public Forked from jwiesler/ips4o-verify

    Case Study of the Verification of In-Place Parallel Super Scalar Samplesort Algorithm in Java

    Java 1 BSD-2-Clause 2 0 0 Updated Sep 21, 2024
  • Java 0 GPL-2.0 0 0 0 Updated Sep 10, 2024
  • HTML 0 0 0 0 Updated Jul 31, 2024
  • awesome-key Public

    A curated list of tools and tutorials for the KeY Theorem Prover

    3 0 2 0 Updated Jul 2, 2024
  • .github Public
    0 1 0 0 Updated Jan 25, 2024

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