Gerald W. Scanlon

Gerald W. Scanlon is an independent researcher and author focused on developing a unified, geometrical framework for understanding the structure of the universe. His work explores the relationships between space-time, matter, fundamental forces, and physical constants through a conceptual and visually driven approach.

Scanlon is the creator of The Geometrical Universe Series, a multi-volume body of work that examines how the universe may have evolved from its earliest moments. Across these books, he investigates the possibility that key features of physical reality—including the formation of atomic structure, the separation of the fundamental forces, and the values of constants such as the fine-structure constant (≈1/137) and pi—may arise from underlying geometrical and numerical relationships.

His approach differs from traditional physics in that it emphasizes structure, pattern, and visualization over formal mathematical derivation. By representing the evolution of the universe as a sequence of discrete geometrical configurations, Scanlon aims to provide an intuitive framework for exploring complex physical ideas.

The series spans a wide range of topics, including:

● The inflationary epoch and the exponential expansion of the early universe

● The emergence of space-time and dimensions

● The origin and behavior of the four fundamental forces

● The structure of atoms within a cosmological context

● The geometrical interpretation of fundamental constants

● Interdisciplinary connections between physics, mathematics, and patterns

While his work is exploratory and not intended as a replacement for established physical theories, it seeks to highlight potential connections that may contribute to a deeper understanding of the universe.

Gerald W. Scanlon’s books are written for readers who are curious about the underlying structure of reality and open to new ways of thinking about the fundamental laws of physics.