Ghent University Academic Bibliography

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Adaptive Fregean set theory

Diderik Batens (UGent)

(2020) STUDIA LOGICA. 108(5). p.903-939
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Devising the set of abnormalities for a given defeasible rule

Diderik Batens (UGent)

(2020) LOGIČESKIE ISSLEDOVANIÂ = LOGICAL INVESTIGATIONS. 26(1). p.9-35
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Adaptive deontic logics : a survey

Frederik Van De Putte (UGent) , Mathieu Beirlaen (UGent) and Joke Meheus (UGent)

(2019) JOURNAL OF APPLIED LOGICS-IFCOLOG JOURNAL OF LOGICS AND THEIR APPLICATIONS. 6(3). p.523-608
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Adaptive strategies and finite-conditional premise sets

Christian Strasser (UGent) and Frederik Van De Putte (UGent)

(2016) JOURNAL OF LOGIC AND COMPUTATION. 26(5). p.1517-1539
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Spoiled for choice?

Diderik Batens (UGent)

(2016) JOURNAL OF LOGIC AND COMPUTATION. 26(1). p.65-95
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Which style of reasoning to choose in the face of conflicting information?

Joke Meheus (UGent) , Christian Strasser (UGent) and Peter Verdée

(2016) JOURNAL OF LOGIC AND COMPUTATION. 26(1). p.361-380
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Preferential semantics using non-smooth preference relations

Frederik Van De Putte (UGent) and Christian Strasser

(2014) JOURNAL OF PHILOSOPHICAL LOGIC. 43(5). p.903-942
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Adaptive logics : a parametric approach

Frederik Van De Putte (UGent) and Christian Strasser (UGent)

(2014) LOGIC JOURNAL OF THE IGPL. 22(6). p.905-932
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A conditional logic for abduction

Mathieu Beirlaen (UGent) and Atocha Aliseda

(2014) SYNTHESE. 191(15). p.3733-3758
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Modelling abduction in science by means of a modal adaptive logic

Tjerk Gauderis (UGent)

(2013) FOUNDATIONS OF SCIENCE. 18(4). p.611-624

Academic Bibliography

Adaptive Fregean set theory

Devising the set of abnormalities for a given defeasible rule

Adaptive deontic logics : a survey

Adaptive strategies and finite-conditional premise sets

Spoiled for choice?

Which style of reasoning to choose in the face of conflicting information?

Preferential semantics using non-smooth preference relations

Adaptive logics : a parametric approach

A conditional logic for abduction

Modelling abduction in science by means of a modal adaptive logic

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