Conventional theories describe physical phenomena through dynamical evolution within established mathematical settings. This paper examines the possibility that the essential features of that structure, including its organization, constraints, and permissible relations, form the basis of the dynamical laws formulated within it. The central idea is that physical law may reflect deeper structural requirements rather than independent postulates. By examining the minimal conditions required for stability, regularity, and interaction, this work outlines a conceptual foundation for understanding the universe through a structural organization. The discussion remains non‑technical and focuses on the general principles that any structural account must satisfy. The aim is to provide a basis for future theoretical development grounded in structure‑first reasoning and to encourage reconsideration of the assumptions underlying current physical models.
Barry Mack (Sun,) studied this question.