Category Archives: Mathematics-Physics

It was discussed that there are two images in the wave probability (see 2 Aug 2024). The Mexican hat model is very suitable here. Very briefly, all possible V(phi)=0 states, refer to the imaginary image (as a reminder imaginary states … Continue reading →

I’ve been working on the Fourier transform. The idea was that the conventional probability should be transformed into a new domain (wave probability). To clarify, in the proj geom, the flat z=1 would refer to the observation of the outcome … Continue reading →

In the wave theory, each sample (for example to toss a coin for once) is considered an intrinsic rotation (or spin). Mathematically this can be explained by the real and imaginary images mentioned on the 30th of July. In the … Continue reading →

The complex Fourier series provides two independent images, a real image and an imaginary image. This means there should be two independent proj lines in probabilistic proj geometry. However, these two images are linked, and modifications in one (for example … Continue reading →

It’s known that the efficiency of heat engines is limited. So a portion of energy will be wasted. The same holds true in collective intelligence. A complex system contains several components. The process of gathering the info that is distributed … Continue reading →

This is a section from the article I’m writing: If an unbiased coin is tossed several times and most of the time it lands head, psychologically one expects that the more the ratio N(H)/N approaches toward 1 for large N, … Continue reading →

I’ve been working on the wave language for some time. Different colours (wavelengths) are decomposed in the eye by receptors of main colours. So depending on how much receptors for each colour are agitated, the combination constructs a specific colour … Continue reading →

This is another very descriptive note about wave probability: Only in quantum mechanics does the amplitude of a wavefunction refer to probability. It was discussed on the 18th of June that the space of picking a ball for N times … Continue reading →

In science, simple solutions favour over more complicated ones. If a model in physics also explains evolution and other topics in other fields then it favours over other theories because it will simplify science. In the math course I’m working … Continue reading →

It was previously said that the wave probability would be constructed by moving waves so that each observation of that wave generates fuzziness. In the example of quantum mechanics different wavelengths produce a wave packet so it can be said … Continue reading →