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Some Areas of Knowledge are Invented, Some Discovered

2023-05-26 14:23:39

As a society, humanity is surrounded by social knowledge and development of wisdom. The invention is the result of human intelligence, but discovery of the release of what already exists. There are many ideas in the field of knowledge. These fields were invented or discovered. Invention and discovery form knowledge in various fields. The field of knowledge found includes science, history and mathematics. The field of knowledge of the invention is art. The findings prove the existence of certain fields of knowledge.

Regarding the assertion that knowledge of a specific field was invented and knowledge of other fields was discovered, there is a special reason for not showing in which field of knowledge was invented and which field was discovered I think there is. I think the title of this paper makes it very clear that this topic is a topic of discussion. Each parameter has a valid counter parameter. Several discussions may not be a strong argument, but there will be separate discussion for each discussion. Some descriptions can never be clarified, and I think this is the case when discussing the field of knowledge. I can argue as much as I want to discover mathematics, but since my argument is not bulletproof, there will always be discussions that will kill it.

Looking back on this issue, I am focusing on assertions that natural science, ethics, mathematics were discovered and other areas were invented. By studying this proposition, I get the opportunity to explore the world from various angles. The vision of proof that a particular knowledge field was discovered while others are being invented can be addressed by showing relevant evidence. This can be recognized by focusing on knowledge in various fields and by establishing a relationship between them. This can be shown by showing different examples of knowledge in different fields. My aim is to see this article from the perspective of natural science, ethics and mathematics. Because this assertion is well supported in two of the three knowledge fields. In some of the statements below, it may be impossible to make a final conclusion.