Abstract
All different formulations of Quantum Mechanics show that Quantum Reality do not obey some laws of classical logic. So far, this has been seen more as a curiosity or as a deficiency in our models. However, Quantum Computation results show that these non-classical logic features are not just a deficiency in our models, but the true essence of Quantum Reality. Once we accept this, we should start using non classical logics, not just to measure, but also to understand Quantum Reality. The first consequence of this, it is that widespread notions like those of Planck Scale limit, the Measurement problem and the Discrete vs Continuum duality, become non-sense concepts in a non-classical logic conception of reality. Until now it seems we have unconsciously ignored that properties of the structures we study depend on the principles of logic we employ in studying them. Fortunately, when we use this non classical logics to UNDERSTAND reality, their semantics open new shocking perspectives to relate General Relativity and Quantum Mechanics.
John Benavides