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    • Experiments


    • J.-C. Kassing and J. Giesl
      Experiments on Proving Almost-Sure Innermost Termination of Probabilistic Term Rewriting Using Dependency Pairs
      Detailed description of our experiments to evaluate the contributions of the above paper, 2023.

    • J. Hensel and J. Giesl
      Experiments on Proving Termination of C Programs with Lists
      Detailed description of our experiments to evaluate the contributions of the above paper, 2023.

    • F. Frohn and J. Giesl
      Experiments on Proving Non-Termination by Acceleration Driven Clause Learning
      Detailed description of our experiments to evaluate the contributions of the above paper, 2023.

    • N. Lommen, F. Meyer, and J. Giesl
      Experiments on Automatic Complexity Analysis of Integer Programs via Triangular Weakly Non-Linear Loops
      Detailed description of our experiments to evaluate the contributions of the above paper, 2022.

    • F. Frohn and J. Giesl
      Experiments on Proving Non-Termination and Lower Runtime Bounds with LoAT
      Detailed description of our experiments to evaluate the contributions of the above paper, 2022.

    • J. Giesl, N. Lommen, M. Hark, and F. Meyer
      Experiments on Improving Automatic Complexity Analysis of Integer Programs
      Detailed description of our experiments to evaluate the contributions of the above paper, 2022.

    • F. Meyer, M. Hark, and J. Giesl
      Experiments on Inferring Expected Runtimes of Probabilistic Integer Programs Using Expected Sizes
      Detailed description of our experiments to evaluate the contributions of the above paper, 2021.

    • F. Frohn, M. Naaf, M. Brockschmidt, and J. Giesl
      Experiments on Inferring Lower Runtime Bounds for Integer Programs
      Detailed description of our experiments to evaluate the contributions of the above paper, 2020.

    • F. Frohn and J. Giesl
      Experiments on Proving Non-Termination via Loop Acceleration
      Detailed description of our experiments to evaluate the contributions of the above paper, 2019.

    • J. Giesl, P. Giesl, and M. Hark
      Experiments on Computing Expected Runtimes for Constant Probability Programs
      Detailed description of our experiments to evaluate the contributions of the above paper, 2019.

    • J. Hensel, J. Giesl, F. Frohn, and T. Ströder
      Experiments on Termination and Complexity Analysis for Programs with Bitvector Arithmetic by Symbolic Execution
      Detailed description of our experiments to evaluate the contributions of the above paper, 2018.

    • F. Frohn and J. Giesl
      Experiments on Complexity Analysis for Java with AProVE
      Detailed description of our experiments to evaluate the contributions of the above paper, 2017.

    • M. Naaf, F. Frohn, M. Brockschmidt, C. Fuhs, and J. Giesl
      Experiments on Complexity Analysis for Term Rewriting by Integer Transition Systems
      Detailed description of our experiments to evaluate the contributions of the above paper, 2017.

    • F. Frohn, J. Giesl, J. Hensel, C. Aschermann, and T. Ströder
      Experiments on Lower Bounds for Runtime Complexity of Term Rewriting
      Detailed description of our experiments to evaluate the contributions of the above paper, 2017.

    • F. Frohn and J. Giesl
      Experiments on Analyzing Runtime Complexity via Innermost Runtime Complexity
      Detailed description of our experiments to evaluate the contributions of the above paper, 2017.

    • T. Ströder, J. Giesl, M. Brockschmidt, F. Frohn, C. Fuhs, J. Hensel, P. Schneider-Kamp, and C. Aschermann
      Experiments on Automatically Proving Termination and Memory Safety for Programs with Pointer Arithmetic
      Detailed description of our experiments to evaluate the contributions of the above paper, 2016.

    • M. Brockschmidt, F. Emmes, S. Falke, C. Fuhs, and J. Giesl
      Experiments on Analyzing Runtime and Size Complexity of Integer Programs
      Detailed description of our experiments to evaluate the contributions of the above paper, 2016.

    • F. Frohn, M. Naaf, J. Hensel, M. Brockschmidt, and J. Giesl
      Experiments on Lower Runtime Bounds for Integer Programs
      Detailed description of our experiments to evaluate the contributions of the above paper, 2016.

    • J. Hensel, J. Giesl, F. Frohn, and T. Ströder
      Experiments on Proving Termination of Programs with Bitvector Arithmetic by Symbolic Execution
      Detailed description of our experiments to evaluate the contributions of the above paper, 2016.

    • F. Frohn, J. Giesl, J. Hensel, C. Aschermann, and T. Ströder
      Experiments on Inferring Lower Bounds for Runtime Complexity
      Detailed description of our experiments to evaluate the contributions of the above paper, 2015.

    • T. Ströder, J. Giesl, M. Brockschmidt, F. Frohn, C. Fuhs, J. Hensel, and P. Schneider-Kamp
      Experiments on Proving Termination and Memory Safety for Programs with Pointer Arithmetic
      Detailed description of our experiments to evaluate the contributions of the above paper, 2014.

    • M. Brockschmidt, F. Emmes, S. Falke, C. Fuhs, and J. Giesl
      Experiments on Alternating Runtime and Size Complexity Analysis of Integer Programs
      Detailed description of our experiments to evaluate the contributions of the above paper, 2014.

    • L. Noschinski, F. Emmes, and J. Giesl
      Experiments on Analyzing Innermost Runtime Complexity of Term Rewriting by Dependency Pairs
      Detailed description of our experiments to evaluate the contributions of the above paper, 2013.

    • M. Brockschmidt, R. Musiol, C. Otto, and J. Giesl
      Experiments on Automated Termination Proofs for Java Programs with Cyclic Data
      Detailed description of our experiments to evaluate the contributions of the above paper, 2012.

    • F. Emmes, T. Enger, and J. Giesl
      Experiments on Proving Non-Looping Non-Termination Automatically
      Detailed description of our experiments to evaluate the contributions of the above paper, 2012.

    • J. Giesl, T. Ströder, P. Schneider-Kamp, F. Emmes, and C. Fuhs
      Experiments on Symbolic Evaluation Graphs and Term Rewriting - A General Methodology for Analyzing Logic Programs
      Detailed description of our experiments to evaluate the contributions of the above paper, 2012.

    • M. Codish, J. Giesl, P. Schneider-Kamp, and R. Thiemann
      Experiments on SAT Solving for Termination Proofs with Recursive Path Orders and Dependency Pairs
      Detailed description of our experiments to evaluate the contributions of the above paper, 2012.

    • M. Brockschmidt, T. Ströder, C. Otto, and J. Giesl
      Experiments on Automated Detection of Non-Termination and NullPointerExceptions for Java Bytecode
      Detailed description of our experiments to evaluate the contributions of the above paper, 2011.

    • C. Fuhs, J. Giesl, M. Parting, P. Schneider-Kamp, and S. Swiderski
      Experiments on Proving Termination by Dependency Pairs and Inductive Theorem Proving
      Detailed description of our experiments to evaluate the contributions of the above paper, 2011.

    • L. Noschinski, F. Emmes, and J. Giesl
      Experiments on The Dependency Pair Framework for Automated Complexity Analysis of Term Rewrite Systems
      Detailed description of our experiments to evaluate the contributions of the above paper, 2011.

    • M. Brockschmidt, C. Otto, and J. Giesl
      Experiments on Modular Termination Proofs of Recursive Java Bytecode Programs by Term Rewriting
      Detailed description of our experiments to evaluate the contributions of the above paper, 2011.

    • M. Codish, I. Gonopolskiy, A. Ben-Amram, C. Fuhs, and J. Giesl
      Experiments on SAT-Based Termination Analysis Using Monotonicity Constraints over the Integers
      Detailed description of our experiments to evaluate the contributions of the above paper, 2011.

    • M. Codish, C. Fuhs, J. Giesl, and P. Schneider-Kamp
      Experiments on Lazy Abstraction for Size-Change Termination
      Detailed description of our experiments to evaluate the contributions of the above paper, 2010.

    • C. Otto, M. Brockschmidt, C. von Essen, and J. Giesl
      Experiments on Automated Termination Analysis of Java Bytecode by Term Rewriting
      Detailed description of our experiments to evaluate the contributions of the above paper, 2010.

    • T. Ströder, P. Schneider-Kamp, and J. Giesl
      Experiments on Dependency Triples for Improving Termination Analysis of Logic Programs with Cut
      Detailed description of our experiments to evaluate the contributions of the above paper, 2010.

    • S. Swiderski, M. Parting, J. Giesl, C. Fuhs, and P. Schneider-Kamp
      Experiments on Termination Analysis by Dependency Pairs and Inductive Theorem Proving
      Detailed description of our experiments to evaluate the contributions of the above paper, 2009.

    • C. Fuhs, J. Giesl, M. Plücker, P. Schneider-Kamp, and S. Falke
      Experiments on Proving Termination of Integer Term Rewriting
      Detailed description of our experiments to evaluate the contributions of the above paper, 2009.

    • B. Alarcón, F. Emmes, C. Fuhs, J. Giesl, R. Gutierrez, S. Lucas, P. Schneider-Kamp, and R. Thiemann
      Experiments on Improving Context-Sensitive Dependency Pairs
      Detailed description of our experiments to evaluate the contributions of the above paper, 2008.

    • P. Schneider-Kamp, J. Giesl, A. Serebrenik, and R. Thiemann
      Experiments on Automated Termination Proofs for Logic Programs by Term Rewriting
      Detailed description of our experiments to evaluate the contributions of the above paper, 2008.

    • C. Fuhs, J. Giesl, A. Middeldorp, P. Schneider-Kamp, R. Thiemann, and H. Zankl
      Experiments on Maximal Termination
      Detailed description of our experiments to evaluate the contributions of the above paper, 2008.

    • R. Thiemann, J. Giesl, and P. Schneider-Kamp
      Experiments on Deciding Innermost Loops
      Detailed description of our experiments to evaluate the contributions of the above paper, 2008.

    • C. Fuhs, R. Navarro, C. Otto, J. Giesl, S. Lucas, P. Schneider-Kamp
      Experiments on Search Techniques for Rational Polynomial Orders
      Detailed description of our experiments to evaluate the contributions of the above paper, 2008.

    • P. Schneider-Kamp, R. Thiemann, E. Annov, M. Codish, J. Giesl
      Experiments on Proving Termination using Recursive Path Orders and SAT Solving
      Detailed description of our experiments to evaluate the contributions of the above paper, 2007.

    • J. Giesl, R. Thiemann, S. Swiderski, and P. Schneider-Kamp
      Experiments on Proving Termination by Bounded Increase
      Detailed description of our experiments to evaluate the contributions of the above paper, 2007.

    • C. Fuhs, J. Giesl, A. Middeldorp, P. Schneider-Kamp, R. Thiemann, and H. Zankl
      Experiments on SAT Solving for Termination Analysis with Polynomial Interpretations
      Detailed description of our experiments to evaluate the contributions of the above paper, 2007.

    • P. Schneider-Kamp, J. Giesl, A. Serebrenik, and R. Thiemann
      Experiments on Automated Termination Analysis for Logic Programs by Term Rewriting
      Detailed description of our experiments to evaluate the contributions of the above paper, 2006.

    • J. Giesl, R. Thiemann, P. Schneider-Kamp, and S. Falke
      Experiments on Mechanizing and Improving Dependency Pairs
      Detailed description of our experiments to evaluate the contributions of the above paper, 2006.

    • M. Codish, P. Schneider-Kamp, V. Lagoon, R. Thiemann, and J. Giesl
      Experiments on SAT Solving for Argument Filterings
      Detailed description of our experiments to evaluate the contributions of the above paper, 2006.

    • J. Giesl, S. Swiderski, P. Schneider-Kamp, and R. Thiemann
      Experiments on Automated Termination Analysis for Haskell
      Detailed description of our experiments to evaluate the contributions of the above paper, 2006 and 2010.

    • J. Giesl, R. Thiemann, and P. Schneider-Kamp
      Experiments on Proving and Disproving Termination of Higher-Order Functions
      Detailed description of our experiments to evaluate the contributions of the above paper, 2005.

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