艺术科学（AS）在经典和量子物理学：论文I

非线性振荡系统中的宏观量子效应：一座连接经典物理与量子物理的桥梁

The Macroscopic Quantum Effect in Nonlinear Oscillating Systems: a Possible Bridge between Classical and Quantum Physics

爱因斯坦、德布罗意和其他人希望有一天经典物理学和量子物理学之间的分裂会被一种考虑到基本物理过程的本质非线性的理论所克服。然而，无论是他们的尝试，还是后来的尝试，都无法提供一个统一的原则，作为一个起点，来连贯地理解微观物理和宏观现象。20世纪60年代末，在一类非线性振荡系统中发现了振幅量子化现象，或宏观量子效应（MQE），其中两个或多个子系统通过具有特定相位相关特征的相互作用（所谓的argumental相互作用）相互耦合。到目前为止，对MQE的实验和理论研究表明，物理学有可能建立一个新的概念框架，这将在经典物理学和量子物理学之间架起一座桥梁，用物理相互作用的新概念取代牛顿的“力”概念。本文简要介绍了MQE及其在探索理解量子现象的新途径中可能的意义。

量子-经典和心灵-大脑连接的模型，以及量子芝诺效应在有意识意图的物理实现中的作用

A model of the quantum-classical and mind-brain connections, and of the role of the quantum Zeno effect in the physical implementation of conscious intent

一个简单的精确可解模型给出了一个人的经典描述的感知和那个人的量子力学描述的大脑之间的动态耦合。该模型是基于冯·诺依曼的测量理论和有意识的意图之间的密切联系和大脑的分离部分的同步振荡的经验发现。描述了一种基于量子芝诺效应的机制，该机制允许有意识的意图以功能上适当的方式影响大脑活动。该机制的鲁棒性在面对环境退相干效应的强调。

用经典确定性过程模拟基本粒子的量子散射

Modeling quantum scattering of fundamental particles by classical, deterministic processes

我们指出M. Ribaric和L. Sustersic，hep-th/0403084和M. Blasone，P. Jizba和H. Kleinert，quant-ph/0409021，提出路径积分形式主义是从四维时空中的经典确定性物理学推导出量子物理学的关键。这些结果和't Hooft猜想，hep-th/0104219，建议考虑一个相对论性的，非物质介质，以太，作为一个基础的非本地隐藏变量模型的物理宇宙。

Simplicity in cosmology: add virialisation, remove $Λ$, keep classical GR

Present-day extragalactic observations are mostly rather well-modelled by a general-relativistic model, the $Λ$ CDM model. The model appears to surpass the limits of known physics by requiring that the Universe be dominated by "dark energy". However, the model sacrifices physical simplicity in favour of applied mathematical simplicity. A physically simpler, general-relativistic alternative to the $Λ$ CDM model is described here, along with preliminary observational checks. Thus, it will be argued that extragalactic observations such as the distance-modulus--redshift relation of type Ia superno…

Derivations of the Planck Blackbody Spectrum from Thermodynamic Ideas in Classical Physics with Classical Zero-Point Radiation

Based upon thermodynamic ideas, two new derivations of the Planck blackbody spectrum are given within classical physics which includes classical zero-point radiation. The first and second laws of thermodynamics, applied to a harmonic oscillator or a radiation normal mode, require that the canonical potential $ϕ(ω/T)$ is a function of a single variable corresponding to the ratio of the oscillation frequency to the temperature. The second law of thermodynamics involves extremum ideas which may be applied to thermal radiation. Our first derivation of the Planck spectrum is based upon the idea tha…

Using Coherent States to Make Physically Correct Classical-to-Quantum Procedures that Help Resolve Nonrenomalizable Fields Including Einstein's Gravity

Canonical quantization covers a broad class of classical systems, but that does not include all the problems of interest. Affine quantization has the benefit of providing a successful quantization of many important problems including the quantization of half-harmonic oscillators [1] nonrenormalizable scalar fields, such as $(φ^{12})_3$ [2], and $(φ^4)_4$ [3], as well as the quantum theory of Einstein's general relativity [4]. The features that distinguish affine quantization are emphasized, especially, that affine quantization differs from canonical quantization only by the choice of classical…

Is Physics Sick? [In Praise of Classical Physics]

In this paper, it is argued that theoretical physics is more akin to an organism than to a rigid structure.It is in this sense that the epithet, "sick", applies to it. It is argued that classical physics is a model of a healthy science, and the degree of sickness of modern physics is measured accordingly. The malady is located in the relationship between mathematics and physical meaning in physical theory.

A Class of Deductive Theories that cannot be Deterministic: Classical and Quantum Physics are not deterministic

The problem of the determinism of Quantum Mechanics has been a main one during the 20th century. At the same time, in the context of Logic and Set Theory, the importance of ancient paradoxes as well as the appearance of many new ones, has shed light on and deeply influenced the foundations of Mathematics and somehow of Physics. But, strangely, concerning Physics, a paradox which we call the Memory Paradox has remained yet undiscovered, despite its simplicity and remarkable consequences, mostly in Physics and surprisingly in classical Physics that appear to be non deterministic, contrary to the…

Geodesics and distance in classical physics

We formulate geodesics on a manifold in terms of a parallel transfer of a particle state vector transformed by local Lorentz and Yang-Mills symmetry groups. This formulation leads to an introduction of a canonical one-form the eigenvalues of which define distance on a manifold. We suggest an action based on the canonical distance form and apply it to describe classical particles with spin. Arguments are presented in favour of scaling distance in the space-time with a scalar field.

经典与量子系统边缘的涌现与计算

Emergence and Computation at the Edge of Classical and Quantum Systems

物理学理论中的涌现问题使得有必要建立一个关于被观测系统与观测系统之间关系的一般理论。根据Shannon-Turing模型，可以证明经典系统和计算动力学之间存在对应关系。经典系统是一个相对于观察者的信息封闭系统;这将经典物理学中的涌现过程描述为现象涌现。在量子系统中，基于计算理论的分析失败了。这里表明，量子系统是一个关于观察者的信息开放系统，并且能够表现出观察的，激进的涌现过程。最后，我们考虑到计算在描述物理世界中的作用。