The Compressed Reality Hypothesis: Reconstructing the Foundations of Physics via Schrödinger's Wavefunction as Minimal Mathematical Encoding
Jincheng Zhang
The foundation of quantum mechanics in the early twentieth century marked a paradigm shift in our understanding of nature. In the historical trajectory, Erwin Schrödinger introduced the wave equation to describe micro-particles, but Max Born's subsequent probabilistic interpretation—defining the squared modulus of the wavefunction as a probability density—became the cornerstone of the Copenhagen interpretation, embedding intrinsic randomness into physical ontology. This paper investigates a counterfactual historical proposition: What if Schrödinger had firmly rejected the probabilistic interpretation at the outset and instead proposed that "the wavefunction is not a probability distribution, but the minimal mathematical encoding of physical reality"? We construct the ontological and mathematical-philosophical framework of "Compressed Reality Theory" (CRT), tracing how this alternative historical path would have accelerated the early development of quantum information, holographic principles, and quantum gravity. Under this paradigm, the central inquiry of physics shifts from "Where is the particle?" to "How much information is required to fully describe a reality?" By resolving the measurement paradox as a deterministic decompression mechanism rather than a subjective collapse, this thought experiment demonstrates how an information-centric ontology provides a unified, continuous, and deterministic picture bridging quantum phenomena and spacetime geometry.
•Jul 24, 2026•0 citations