This paper draws attention to key logical relations between two distinct and indepen- dently intelligible notions, compatibility and implication. We identify a set of inference rules governing compatibility and show how crucial principles concerning condition- als can be derived from these rules, on the assumption that implication is definable in terms of compatibility. As will emerge — and this is the main point of the paper — the logical relations considered are to a large extent neutral as to the underlying logic, as they hold in a wide range of non-classical systems.
Compatibility and Implication from a Non-Classical Perspective
Andrea Iacona
First
;Martina ZirattuLast
2026-01-01
Abstract
This paper draws attention to key logical relations between two distinct and indepen- dently intelligible notions, compatibility and implication. We identify a set of inference rules governing compatibility and show how crucial principles concerning condition- als can be derived from these rules, on the assumption that implication is definable in terms of compatibility. As will emerge — and this is the main point of the paper — the logical relations considered are to a large extent neutral as to the underlying logic, as they hold in a wide range of non-classical systems.File in questo prodotto:
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