Category Archives: Mathematics-Physics

In the OOP course, I explained that dimensions could be more complex than axes in R^n for example where points on the x-axis are specified by a real number. For example, in a room that contains several lions and tigers, … Continue reading →

based on wave probability, if a coin is tossed N times (N>>1) and never lands the tail, the probability that in the next round, it lands the tail should be higher than 1/2 (at the limit, N -> inf, the … Continue reading →

It was said yesterday that a wavepacket can be considered one wave plus fuzziness. Also, in a wavepacket, a wave is localized. The same mechanism can be used in probability and observation. It was said yesterday that each experiment is … Continue reading →

A mathematician trying to construct a structure using OOP is comparable to a game designer who designs the environment and gameplay of a game. That mathematician sets up all necessary tools and designs the environment where that particular construct is … Continue reading →

In quantum mechanics, fermions are based on the Pauli exclusion principle. In Probability theory, possible outcomes for something are complements and the sum of all probabilities equals 1. To illustrate that similar graphs to the ones used in the set … Continue reading →

I was writing the first chapter of the math course about OOP structures. However, it turned out to be more about probability. Quantum mechanics changed the notion of scientific processes. Science has always been linked with determinism. Quantum mechanics changed … Continue reading →

After working on several versions of the next element in the structure, I decided to start writing today although some sections are still unclear. this is the first few paragraphs: According to the field of real numbers, zero is the … Continue reading →

In previous discussions, complex problem-solving and statistical mechanics were linked. The main idea was to break down a problem into smaller chunks. However, this process is not unique, meaning that a problem can be broken down into its constituents in … Continue reading →

OOP math requires a totally different logic. Based on the traditional two-value logic, a statement can either be true or false and negation of true is false and so on. The many-value logic was then introduced. But the basis of … Continue reading →

The framework that is being developed is based on the idea that relations between numbers can provide insight into physical phenomena. But now it is becoming apparent that this is true by construction. It means the spatial axis is used … Continue reading →