Usage Areas of the Cooperative Fractal Effect
If I can develop the Cooperative Fractal Theory mathematically, its area of usage could be quite broad. However, it is necessary to divide these into two:
If I can develop the Cooperative Fractal Theory mathematically, its area of usage could be quite broad. However, it is necessary to divide these into two:
Scaling is of two types: The scaling of a single motif, and the scaling of multiple motifs combining. We can interpret this hypothesis from a fractal and biological perspective as follows:
The geodesic interpretation of fractal mechanics aims to explain the processes of measuring, modeling, and positioning the Earth through fractal regularities and multi-scale motifs. Classically, geodesy works with geometric measurements and coordinate systems; the fractal approach, however, reveals the self-similarity and scale-independent order dimension behind these measurements.
Fractal geography can be established as a paradigm that explains natural and human processes through scale-independent, self-repeating motifs. This approach demonstrates that both mountains and cities are different levels of the same fractal order. Let’s build the “fractal geography” model step by step:
The next analysis, Dark Matter, will be even more interesting in terms of scale blindness. Because there, for the first time, we will examine the scale relationship between an “observed effect” and an “assumed entity.”
When we move on to the Dark Energy analysis, the risk will grow even larger. Because what we observe there is not directly a substance, but the interpretation of the universe’s expansion behavior. Therefore, in terms of scale blindness, it is perhaps the most critical case.
Now we come to one of the most critical areas. In my opinion, one of the toughest tests of the scale blindness hypothesis is within Quantum Field Theory (QFT). Because here, different scale layers such as “field”, “particle”, “vacuum”, “measurement”, and “quantum state” are used intertwined.
This topic is a truly productive research area from the perspective of Fractal Mechanics and Fractal Statistics. The following model is a fractal interpretation in addition to current scientific knowledge; it is a conceptual framework, not an established theory.
Some enzymes operate at speeds that appear to be close to or even exceed the diffusion limit. The fundamental mechanism of this is not fully explained. Let’s explain this situation according to fractal mechanics, fractal chemistry, and fractal biology.
The goal is not to refute Relativity. The goal is to identify the points within Relativity that could create scale blindness. So, we will ask the following question: “Are there scale shifts not within the mathematics of the theory of relativity, but in its interpretations or its extension?”