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Generalized Uncertainty Relations in Quantum Mechanics and the Principles of Completeness in Physics

机译:量子力学中的广义不确定关系和物理的完备性原理

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摘要

Focusing on the initial development of quantum mechanics, we will give a brief historical synopsis of the theory foundations, based on the Fourier framework and stating the philosophical conclusions inspired by that same mathematical formalism. We will then proceed, introducing an alternative way of describing the undulatory aspects of quantum entities, using local Gaussian Morlet wavelets. As we shall see, this change implies different philosophical interpretations about quantum reality and, even more, about the contemporary accepted differences between the quantum and the macroscopic realms. From these we will witness the formal and heuristic power of wavelet local analysis applied to the physical description of Nature. The ideas presented in this paper are initial standpoints of what can hopefully be expected to be a more mature and unifying physical theory, still undergoing development.
机译:着眼于量子力学的初步发展,我们将在傅立叶框架的基础上,简要介绍理论基础的历史概要,并阐述受同一数学形式主义启发的哲学结论。然后,我们将继续介绍使用局部高斯Morlet小波描述量子实体的波动方面的另一种方法。就像我们将看到的那样,这种变化意味着对量子现实的不同哲学解释,甚至更多地是关于量子和宏观领域之间当代公认的差异。从中我们将看到小波局部分析在形式上描述自然的形式和启发式功能。本文提出的思想是希望成为更加成熟和统一的物理理论的初步观点,并且仍在发展中。

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