Mathematical proof debunks the idea that the universe is a computer simulation

Researchers from UBC Okanagan have mathematically proven that the universe cannot be a computer simulation. Using Gödel's incompleteness theorem and related mathematical proofs, they demonstrated that reality's fundamental nature requires non-algorithmic understanding—a form of comprehension that cannot be computed or simulated. Since any simulation must follow algorithmic rules, and the universe operates on principles beyond computation, the simulation hypothesis is mathematically impossible. The research moves the simulation question from philosophy into testable science, showing that a complete theory of everything cannot be derived from computation alone.