Pjpic
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Will we ever be able to find the smallest or the largest structures of the universe or is that not possible in the way infinitesimals and the number line never end.
The discussion revolves around the possibility of defining the largest and smallest structures in the universe, exploring the implications of infinitesimals and the nature of physical structures. It touches on theoretical, conceptual, and philosophical aspects of size in the universe.
Participants express a range of views on the definitions of size and structure, with no consensus reached on whether the largest or smallest structures can be definitively identified. The discussion remains unresolved with multiple competing perspectives.
Participants highlight the dependence on definitions of 'structure' and the philosophical implications of size, indicating that the discussion is influenced by subjective interpretations and unresolved questions about the nature of space and time.
Pjpic said:Will we ever be able to find the smallest or the largest structures of the universe or is that not possible in the way infinitesimals and the number line never end.
It is important to understand that physics and mathematics are two completely different subjects. The concepts of infinitesimals and infinity in mathematics says nothing about the physical world. In math the concept of continuum is well defined, but whether or not space or time can be viewed strictly by a continuum model is an open question.Pjpic said:Will we ever be able to find the smallest or the largest structures of the universe or is that not possible in the way infinitesimals and the number line never end.