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Batens, Diderik, Kristof De Clercq, Peter Verdée, and Joke Meheus. 2009. “Yes Fellows, Most Human Reasoning Is Complex”. Synthese 166: 113–131. http://dx.doi.org/10.1007/s11229-007-9268-4.

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Meheus, Joke, Christian Straßer, and Peter Verdée. 2016. “Which Style Of Reasoning To Choose In The Face Of Conflicting Information?”. Journal of Logic and Computation 26: 361--380.

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Batens, Diderik, Christian Straßer, and Peter Verdée. 2009. “On The Transparency Of Defeasible Logics: Equivalent Premise Sets, Equivalence Of Their Extensions, And Maximality Of The Lower Limit”. Logique et Analyse 207: 281–304.

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Verdée, Peter. 2013. “Strong, Universal And Provably Non-Trivial Set Theory By Means Of Adaptive Logic”. Logic Journal of the IGPL 21: 108-125.

Verdée, Peter. 2011. “Strong Paraconsistency By Separating Composition And Decomposition In Classical Logic”. In WoLLIC 2011 Proceedings LNAI Series, WoLLIC 2011 Proceedings LNAI Series, R Goebel. Springer. http://dx.doi.org/10.1007/978-3-642-20920-8\_26.

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Verdée, Peter. 2012. “A Proof Procedure For Adaptive Logics”. Logic Journal of IGPL 21: 743-766.

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Verdée, Peter. 2013. “Non-Monotonic Set Theory As A Pragmatic Foundation Of Mathematics”. Foundations of science 18: 655–680.

Verdée, Peter, and Diderik Batens. 2016. “Nice Embedding In Classical Logic”. Studia Logica: 47-78.

De Bal, Inge, and Peter Verdée. 2015. “A New Approach To Classical Relevance.”. Studia Logica 82: 1–31.

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Verdée, Peter. 2012. “Modelling Defeasible Reasoning By Means Of Adaptive Logic Games”. Logic Journal of the IGPL 20: 417–437.

van Gulik, Stephan van der Wa, and Peter Verdée. 2008. “Modeling Sorites Reasoning With Adaptive Fuzzy Logic”. Fuzzy Sets and Systems 159: 1869–1884.

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Verdée, Peter. 2008. “Logische Bewijsdynamieken Voor De Formele Explicatie Van Wetenschappelijke Probleemoplossingsprocessen”.

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Van De Putte, Frederik, and Peter Verdée. 2012. “The Dynamics Of Relevance: Adaptive Belief Revision”. Synthese 187: 1-42.

Verdée, Peter. Submitted. “Degrees Of Inconsistency. Carefully Combining Classical And Paraconsistent Negation.”.

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Verdée, Peter. 2009. “Adaptive Logics Using The Minimal Abnormality Strategy Are \$\textbackslashpi\^ 1\_1\$-Complex”. Synthese 167: 93–104. http://dx.doi.org/10.1007/s11229-007-9291-5.