Resonances Part One (original) (raw)

The paper explores the innate capacity of the human mind to generalize concepts before establishing rigorous definitions, particularly focusing on the evolution of the concept of natural numbers through intuitive understanding. It argues that the development of mathematical concepts arises from a natural process of generalization and investigates the interplay between intuitive knowledge and logical reasoning, aiming to shed light on the structure of the human mind. The continuation of this work will delve into the relationships between systems through the notion of equivalence and the communication states that emerge between differing structures.