Yet Another Form of the Relation Between Quantum and Classical Physics

Wenwen LYU, Feng Wang

This paper introduces the development of the principle of relativity from Galileo's principle of relativity to special relativity and then to general relativity. Inspired by this, we explored the transformation form of quantum mechanics to meet Galileo's principle of relativity. Firstly, from the point that unitary transformation can keep the physical laws of quantum mechanics unchanged, we correspond the momentum translation unitary transformation in quantum mechanics to the Galileo transformation in classical mechanics, and reveal that the transformation form of quantum mechanics that meets the Galileo principle of relativity can be realized through the momentum translation unitary transformation. This inquiry is conducive to students' in-depth thinking about the corresponding relationship between quantum mechanics and classical physics, can help beginners reduce the conflict between quantum physics and classical physics, and help students build a bridge from classical to quantum thinking.

Yurii Vladimirovich Brezhnev

Eftichios Bitsakis

Four forms of physical determination are presently known in physics: classical or mechanical determination, related to classical mechanics; dynamical determination, related to the relativistic theories of electromagnetism and gravitation; classical statistical determination, related to classical statistical theories; and quantum statistical determination, related to modern microphysics. The concept of interaction is a fundamental on-tological category, a moment of which is the causal relation; interaction is also local, taking place at finite velocities. Following the evolution of physical theories, it is possible to attest to the historicity of the concept of interaction and, accordingly, of the categories of interaction and determination. According to the Copenhagen School, causality and locality are incompatible with quantum mechanics. On the contrary, according to the point of view developed here, realism, causality and locality are simultaneously compatible in the domain of microphysics.

Ralph Schiller

J. R. Croca

This chapter contains a brief presentation of the historical development of physics toward the construction of the new relational nonlinear causal quantum physics. Starting from (a) traditional classical physics, which assumed that human knowledge was complete and moving, through (b) some mainstream indeterministic interpretations of quantum mechanics claiming the opposite, it is possible to develop (c) a relational complex nonlinear causal quantum physics. The relational noodromic approach to understanding reality may be viewed as a form of dialectical thinking. The process of articulating this approach is based on the eurhythmic principle—the generalization of the extreme principles of physics and of Spinoza conatus, which leads ultimately to a form of middle-way of thinking.

Skender, Ahmetaj, Kabashi +3 more