Repository | Series | Book

COPR BookmarkLink
179166

Springer, Dordrecht

2016

221 Pages

ISBN 978-3-319-40218-5

Trends in logic
vol. 45

Logical studies of paraconsistent reasoning in science and mathematics

Edited by

Holger Andreas , Peter Verdée

Publication details

Full citation:

Andreas, H. , Verdée, P. (eds) (2016). Logical studies of paraconsistent reasoning in science and mathematics, Springer, Dordrecht.

Table of Contents

Paraconsistent reasoning in science and mathematics

Andreas Holger; Verdée Peter

1-16

Open Access Link
Adaptive proofs for networks of partial structures

Andreas Holger; Verdée Peter

17-45

Open Access Link
Inconsistency in ceteris paribus imagination

Berto Francesco

47-63

Open Access Link
On the preservation of reliability

Brown Bryson

65-80

Open Access Link
Prospects for triviality

Estrada-González Luis

81-89

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On gluts in mathematics and science

Kapsner Andreas

91-101

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Contradictoriness, paraconsistent negation and non-intended models of classical logic

Oller Carlos A.

103-109

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From paraconsistent logic to dialetheic logic

Omori Hitoshi

111-134

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Paradoxes of expression

Pleitz Martin

135-144

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Dialetheism in the structure of phenomenal time

Shores Corry

145-157

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Saving proof from paradox

Stanley Tanswell Fenner

159-173

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On the methodology of paraconsistent logic

Wansing Heinrich; Odintsov Sergei P.

175-204

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Paraconsistent computation and dialetheic machines

Weber Zach

205-221

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