Philosophy
Metaphysical, conceptual and educational questions examined in direct dialogue with the tools of logic.
- Metaphysics
- Philosophy of Logic
- Philosophy of Education
KG Systems

The KG Systems are a family of non-classical logics developed to study classical negation (¬c), paraconsistent negation (¬p) and paracomplete negation (¬q) within a single formal framework. KGp incorporates paraconsistent double-negation elimination; KGq incorporates paracomplete double-negation introduction; and KGc combines both conditions.
These systems enable an integrated examination of contradiction, contrariety, subcontrariety and subalternation, while providing their own semantics and proof methods.
Current directions
Metaphysical, conceptual and educational questions examined in direct dialogue with the tools of logic.
Construction and analysis of formal structures capable of representing different ways of negating and reasoning.
Projects
Three stages of an ongoing programme.
Postdoctoral research
Development of modal extensions of the KG Systems that accommodate classical, paraconsistent and paracomplete negations simultaneously without trivialization.
PhD
A study of classical, paraconsistent and paracomplete negations through four formal systems — the KG Systems — with semantics, analytic tableaux and first-order extensions.
Master’s degree
A philosophical investigation of identity, indiscernibility and conceptual systems, connecting metaphysical problems with the tools of logic.
Collaboration