Quantum physics interpretation with homoeopathic potentization

Quasi-quantum model of potentization.

Analytical time-dependent functions describing the change of the concentration of the solvent S(t) and the homeopathic active substance A(t) during decimal and centesimal dilution are derived. The function S(t) is a special case of the West-Brown-Enquist curve describing ontogenic growth, the increase in concentration of the solvent during potentization resembles the growth of biological system...

Quantum Physics: A Case for Anti-Realism?

quantum physics: a case for anti-realism?

the aim of the present paper is to sbo» that anti-realism in science, 1vhich has a1;guab/y become more fashionable in recentyears, contrary to tuha: its proponents assert, cannot make use of quantum mechanics and its impressiue achievements as a frump card in justifying its claims. i will argue that scientific anti-realism far from providing scientific communiry with a progressive methodologica...

Quantized Detector Networks: a Quantum Informational Approach to the Description and Interpretation of Quantum Physics

We discuss the QDN (quantized detector network) approach to the formulation and interpretation of quantum mechanics. This approach gives us a system-free approach to quantum physics. By this, we mean having a proper emphasis on those aspects of physics which are observable and an avoidance of metaphysical concepts, which by definition are incapable of verification and should play no role in sci...

Doing Physics with Matlab Quantum Physics Wave Particle Duality

diffraction_particle.m Animation of the diffraction of a stream of particles passing through a double slit (Figures 3, 4). The (xP, yP) coordinates of a point P on the detector screen are chosen at random. The irradiance IRRP at the point P with x coordinate xP is calculated using Equation (2). The irradiance is scaled so that its maximum value is 1 when at x = 0. Another random number SP is ge...