Bridging Realities: The Intersection of Imaginary Numbers, Nested Dreaming & Universal Analogies

Abstract

Raising an imaginary number to its own power yields an infinite set of real solutions in mathematics, which follow a geometric series and parallel mass-centred systems observed in the universe. This suggests a deeper connection between the abstract and the tangible. An imaginary number, being inherently unreal, can be analogised with imagination—both detached from physical reality. Neuroscience supports the equivalence of imagination and dreams, as both engage nearly identical brain regions, with imagination being a controllable extension of the subconscious. Following this analogy, the activities in dreaming within a dream correspond to the infinite real solutions of an imaginary number raised to its own power and parallel the myriad observable realities in the universe, each governed by the dynamics of mass-dominated systems. This abstract mathematical concept thus provides a framework for understanding the relationship between dreams, imagination, and the underlying structure of reality.