This paper gives an account of Anderson and Belnap's selection criteria for an adequate theory of entailment. The criteria are grouped into three categories: criteria pertaining to modality, those pertaining to relevance, and those related to expressive strength. The leitmotif of both this paper and its prequel is the relevant legitimacy of disjunctive syllogism. Relevant logics are commonly held to be paraconsistent logics. It is shown in this paper, however, that both E and R can be extended to explosive logics which satisfy all of Anderson and Belnap's selection criteria, provided the truth-constant known as the Ackermann constant is available. One of the selection criteria related to expressive strength is having an "enthymematic'' cond...
Under embargo until: 2022-09-22Priest argued in his paper Fusion and Confusion (Priest, 2015a) for a...
Many relevant logics are conservatively extended by Boolean negation. Not all, however. This paper s...
In this paper we present a logic that determines when implications in a classical logic context expr...
Under embargo until: 2020-12-13Relevant logics have traditionally been viewed as paraconsistent. Thi...
Under embargo until: 2021-07-15Many relevant logics are conservatively extended by Boolean negation....
Under embargo until: 2021-07-13It is known that many relevant logics can be conservatively extended ...
AbstractWe present a logic with has both a simple semantics and a cut-free Gentzen-type system on on...
Entailment is the relation which holds between the premisses and conclusion of a. valid argument. Va...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
Under embargo until: 2022-09-22Priest argued in his paper Fusion and Confusion (Priest, 2015a) for a...
Many relevant logics are conservatively extended by Boolean negation. Not all, however. This paper s...
In this paper we present a logic that determines when implications in a classical logic context expr...
Under embargo until: 2020-12-13Relevant logics have traditionally been viewed as paraconsistent. Thi...
Under embargo until: 2021-07-15Many relevant logics are conservatively extended by Boolean negation....
Under embargo until: 2021-07-13It is known that many relevant logics can be conservatively extended ...
AbstractWe present a logic with has both a simple semantics and a cut-free Gentzen-type system on on...
Entailment is the relation which holds between the premisses and conclusion of a. valid argument. Va...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
We examine the set of formula-to-formula valid inferences of Classical Logic, where the premise and ...
Under embargo until: 2022-09-22Priest argued in his paper Fusion and Confusion (Priest, 2015a) for a...
Many relevant logics are conservatively extended by Boolean negation. Not all, however. This paper s...
In this paper we present a logic that determines when implications in a classical logic context expr...