Toward an Information-based Interpretation of Quantum Mechanics and the Quantum-Classical Transition

TL;DR

This paper proposes an information-based interpretation of quantum mechanics, emphasizing that pragmatic information is classical and explaining quantum phenomena and the quantum-classical transition through neurobiological and informational perspectives.

Contribution

It introduces an objective definition of information and links it to the quantum-classical transition, offering a new perspective on quantum phenomena and measurement.

Findings

Pragmatic information operates only in the classical domain.

Quantum mechanics predicts macroscopic changes without describing quantum inner workings.

The quantum-classical transition is influenced by neurobiological and informational factors.

Abstract

I will show how an objective definition of the concept of information and the consideration of recent results about information-processing in the human brain help clarify some fundamental and often counter-intuitive aspects of quantum mechanics. In particular, I will discuss entanglement, teleportation, non-interaction measurements and decoherence in the light of the fact that pragmatic information, the one our brain handles, can only be defined in the classical macroscopic domain; it does not operate in the quantum domain. This justifies viewing quantum mechanics as a discipline dealing with mathematical models and procedures aimed exclusively at predicting possible macroscopic changes and their likelihood that a given quantum system may cause when it interacts with its environment, including man-made devices such as measurement instruments. I will discuss the informational and neurobiological reasons of why counter-intuitive aspects arise whenever we attempt to construct mental images of the "inner workings" of a quantum system by forcing the concepts of classical information and time into the quantum domain; in this context I will examine the role of pragmatic information as a discriminator in the quantum-to-classical transition.