Vidal-Rosset, Joseph, “Does Gödel’s Incompleteness Theorem Prove that Truth Transcends Proof”, in: van Bentham et al. (eds.), The Age of Alternative Logics. Assessing Philosophy of Logic and Mathematics Today, Dordrecht: Springer 2006, 51–73
V. Peckhaus, zbMATH Open, Zbl. 1131.03004 (2008).
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Peckhaus V. Vidal-Rosset, Joseph, “Does Gödel’s Incompleteness Theorem Prove that Truth Transcends Proof”, in: van Bentham et al. (eds.), The Age of Alternative Logics. Assessing Philosophy of Logic and Mathematics Today, Dordrecht: Springer 2006, 51–73. zbMATH Open, Zbl 113103004. Published online 2008.
Peckhaus, V. (2008). Vidal-Rosset, Joseph, “Does Gödel’s Incompleteness Theorem Prove that Truth Transcends Proof”, in: van Bentham et al. (eds.), The Age of Alternative Logics. Assessing Philosophy of Logic and Mathematics Today, Dordrecht: Springer 2006, 51–73. In zbMATH Open, Zbl. 1131.03004 (Zbl. 1131.03004).
@article{Peckhaus_2008, title={Vidal-Rosset, Joseph, “Does Gödel’s Incompleteness Theorem Prove that Truth Transcends Proof”, in: van Bentham et al. (eds.), The Age of Alternative Logics. Assessing Philosophy of Logic and Mathematics Today, Dordrecht: Springer 2006, 51–73}, number={Zbl. 1131.03004}, journal={zbMATH Open, Zbl. 1131.03004}, author={Peckhaus, Volker}, year={2008} }
Peckhaus, Volker. “Vidal-Rosset, Joseph, ‘Does Gödel’s Incompleteness Theorem Prove that Truth Transcends Proof’, in: van Bentham et al. (eds.), The Age of Alternative Logics. Assessing Philosophy of Logic and Mathematics Today, Dordrecht: Springer 2006, 51–73.” zbMATH Open, Zbl. 1131.03004, 2008.
V. Peckhaus, “Vidal-Rosset, Joseph, ‘Does Gödel’s Incompleteness Theorem Prove that Truth Transcends Proof’, in: van Bentham et al. (eds.), The Age of Alternative Logics. Assessing Philosophy of Logic and Mathematics Today, Dordrecht: Springer 2006, 51–73,” zbMATH Open, Zbl. 1131.03004. 2008.
Peckhaus, Volker. “Vidal-Rosset, Joseph, ‘Does Gödel’s Incompleteness Theorem Prove that Truth Transcends Proof’, in: van Bentham et al. (eds.), The Age of Alternative Logics. Assessing Philosophy of Logic and Mathematics Today, Dordrecht: Springer 2006, 51–73.” zbMATH Open, Zbl. 1131.03004, Zbl. 1131.03004, 2008.
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