What if emergence is not something to be explained, but a constraint that must be satisfied?
Foundational Emergence presents a rigorous framework for understanding how structure, observation, and persistence arise without presupposing causality, time, or material primacy. Rather than building narratives atop inherited metaphysics, the work begins from boundary conditions and derives the conditions under which dimensionality, coherence, and observable systems can exist at all.
At the core of the framework is a universal operator governing structural persistence across domains—physics, cognition, biology, and systems theory—without reductionism or metaphysical appeal. Emergence is treated not as an outcome or epiphenomenon, but as a rule-bound process constrained by vibrational motion, density, and dispersion.
This book does not attempt to unify existing theories or reinterpret current models. Instead, it establishes a foundational constraint system that defines what can exist, what cannot, and why certain structures persist while others collapse. Claims are derived structurally rather than argued rhetorically, and implications follow from formal necessity rather than analogy.
Written for readers willing to engage first principles directly, Alphadynamics offers an alternative to both materialist and metaphysical accounts of emergence—grounded in structure, invariance, and constraint.
Tommie Shea lives in Oklahoma City, Oklahoma. For years he explored physics, biology, neurology, and other fields, continually testing and tinkering with equations in search of coherence. About a year ago he recognized the need to start from scratch, building a new vision of dimensionality, of existence, and of the universe itself.
That vision culminated in the creation of the O(p)MF operator a little over a month ago. Though the equation is new, the drive behind it is not—it is the product of years of persistence and exploration. The Alpha Equation presents nearly 400 worked cases that put this operator to the test, openly logging both successes and failures as part of one ledger.