Ghent University Academic Bibliography

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- Journal Article
- A2
Causal Discovery Using Adaptive Logics. Towards a more realistic heuristics for human causal learning

Maarten Van Dyck (UGent)

(2004) LOGIQUE ET ANALYSE. 185-188. p.5-32
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- Journal Article
- A2
Direct dynamic proofs for classical compatibility

Dagmar Provijn (UGent) and Joke Meheus (UGent)

(2004) LOGIQUE ET ANALYSE. 185-188. p.305-317
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- Journal Article
- A2
Applications of the Adaptive Logic for Causal Discovery

Leen De Vreese (UGent) and Erik Weber (UGent)

(2004) LOGIQUE ET ANALYSE. 185-188. p.33-51
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- Journal Article
- A2
Pushing the Search Paths in the Proofs. A Study in Proof Heuristics

Diderik Batens (UGent) and Dagmar Provijn (UGent)

(2003) LOGIQUE ET ANALYSE. 173-174-175. p.113-134
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- Journal Article
- A2
A Strengthening of the Rescher--Manor Consequence Relations

Diderik Batens (UGent)

(2003) LOGIQUE ET ANALYSE. 183-184. p.289-313
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- Journal Article
- A2
Proof Theories for Some Prioritized Consequence Relations

Liza Verhoeven (UGent)

(2003) LOGIQUE ET ANALYSE. 183-184. p.325-344
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- Journal Article
- A2
Paraconsistent Compatibility

Joke Meheus (UGent)

(2003) LOGIQUE ET ANALYSE. 183-184. p.251-287
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- Journal Article
- A2
First Flemish-Polish Logico-Philosophical Workshop 1999.

Jean Van Bendegem (UGent) , Diderik Batens (UGent) and J PERZANOWSKI

(2002) LOGIQUE ET ANALYSE. 42. p.165-166
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- Journal Article
- A2
Why the largest number imaginable is still a finite number

Jean Van Bendegem (UGent)

(2002) LOGIQUE ET ANALYSE. 42(2002). p.107-126
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- Journal Article
- A2
Explanatory Proofs in Mathematics

Erik Weber (UGent) and Liza Verhoeven (UGent)

(2002) LOGIQUE ET ANALYSE. 179-180. p.299-307

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Academic Bibliography

Causal Discovery Using Adaptive Logics. Towards a more realistic heuristics for human causal learning

Direct dynamic proofs for classical compatibility

Applications of the Adaptive Logic for Causal Discovery

Pushing the Search Paths in the Proofs. A Study in Proof Heuristics

A Strengthening of the Rescher--Manor Consequence Relations

Proof Theories for Some Prioritized Consequence Relations

Paraconsistent Compatibility

First Flemish-Polish Logico-Philosophical Workshop 1999.

Why the largest number imaginable is still a finite number

Explanatory Proofs in Mathematics

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