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Fabien Schang

Fabien Schang is doctor in philosophy and Research Fellow at the State University of Maringá (Brazil).

Co-author of two books and a number of international scientific papers, his works are centered on logic and epistemology. His research program of formal philosophy consists in applying logical tools to philosophical problems, including a formal semantics of oppositions or partition semantics.

 


 

ARTICLES:

Logic in Opposition

Issue: 7/8 (The seventh/eighth issue)
It is claimed hereby that, against a current view of logic as a theory of consequence, opposition is a basic logical concept that can be used to define consequence itself. This requires some substantial changes in the underlying framework, including: a non-Fregean semantics of questions and answers, instead of the usual truth-conditional semantics; an extension of opposition as a relation between any structured objects; a definition of oppositions in terms of basic negation. Objections to this claim will be reviewed.


Issue: ()


Preface. Conditional: Conceptual and Historical Analysis

Issue: 21 (The twenty first issue)
The logic of conditional is developed hereby in a series of papers, contributing to a historical and critical analysis of what the logical constant is expected to mean.


The Football of Logic

Issue: 21 (The twenty first issue)
An analogy is made between two rather different domains, namely: logic, and football (or soccer). Starting from a comparative table between the two activities, an alternative explanation of logic is given in terms of players, ball, goal, and the like. Our main thesis is that, just as the task of logic is preserving truth from premises to the conclusion, footballers strive to keep the ball as far as possible until the opposite goal. Assuming this analogy may help think about logic in the same way as in dialogical logic, but it should also present truth-values in an alternative sense of speech-acts occurring in a dialogue. The relativity of truth-values is focused by this way, thereby leading to an additional way of logical pluralism.


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