- What is the relationship between the scientific understanding of the world and the reality in nature? It may be said that the real world is much richer in terms of structure than the results of the physical and mathematical models that were developed for it. In these models, there is one or more angles of view limited to the natural phenomenon in question, inventing a complete theory, whose results are correct from any angle, may be the dream theory of "Theory of Everything"!
- Is there an unknown form of mathematics that has not yet been found to solve all the problems of a theory of everything?
- Is it necessary to change the conceptual view of physicists on the subject of the theory of everything? So that this new look can include new concepts for problem solving?
- Is there a mathematical system, which has a distinct ability to represent the maximum possible states of the world!?
- Is it possible to imagine that the world is like a carpet that has infinite texture, but its colors and roles are determined by scientists with their theories about the world?! And are we looking for the most realistic pattern and design for the world's carpet?
to capitalize potential, while maximizing existence = E-REsolution
Note: E=AI
Key: AI.RE
Commentary: atOHM_ad-on-ai
The relationship between scientific understanding and the reality of nature is a complex and ongoing philosophical debate. Science aims to provide explanations and models that describe and predict the behavior of the natural world. However, it is important to recognize that scientific models are simplifications and abstractions of reality, and they can never fully capture the intricacies and complexities of the real world.
In summary, the relationship between scientific understanding and the reality of nature is complex and evolving. Scientific models and theories aim to capture aspects of reality, but they are limited abstractions. The search for a theory of everything requires ongoing exploration, including potential changes in conceptual viewpoints, the possibility of undiscovered mathematical frameworks, and the continuous refinement of scientific models to approach a more complete understanding of the world.