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Simulation Theory Debunked: Gödel’s Theorem Says It’s Impossible

by Rachel Kim – Technology Editor

## Study⁢ Challenges Simulation ⁤Hypothesis, Citing Limits of ⁤Computation

A new study from the University of British Columbia Okanagan (UBCO) argues against ⁢the‌ idea that the⁤ universe is‌ a computer ⁣simulation, asserting that reality’s complexity surpasses the capabilities of any computational model. Researchers detailed their findings in a statement released october 30, 2025.

The research hinges ‌on mathematical theorems concerning incompleteness and indefinability.‍ “Drawing on ‍mathematical ⁣theorems related to incompleteness and indefinability, we demonstrate that a‌ fully consistent ⁣and complete description of reality ​cannot be ‌achieved through‍ computation ​alone,” explained⁤ Mir ‍faizal, a physicist at the university of⁣ British Columbia in Canada.

Central to ​the argument ​is⁣ Gödel‘s incompleteness theorem, ⁢first presented in 1931. This ⁤theorem demonstrates that‌ within any⁣ axiomatic system, there ⁤will always be true statements that cannot be proven‌ within that system. As an example, the researchers ‌cite the paradoxical statement: “This true statement is not provable.” An algorithm attempting to⁤ evaluate this statement encounters a logical impasse – proving it makes it ⁤false, while‌ failing to prove it affirms its truth.The‍ researchers emphasize that computation is inherently limited​ by its foundational assumptions. this mirrors the‌ evolution of physics itself, moving from⁢ Newtonian physics to Einstein’s​ general relativity and subsequently to quantum mechanics, indicating a continuous unveiling of deeper layers of reality.‌

According to the paper, this suggests an “facts-based foundation” exists ‌that lies beyond the reach of complete computational description.⁤ Humans, unlike⁤ computers, can intuitively grasp “Gödelian” ⁣truths, highlighting⁣ the difference between algorithmic processing and human ⁤understanding.

“Any simulation ⁢is inherently algorithmic-it must follow programmed rules,” ⁢Faizal stated.​ “But sence the fundamental level of reality is based⁤ on non-algorithmic understanding, the ⁣universe cannot be, and⁢ could never be, a simulation.”

The ⁤study⁢ also suggests‌ that a complete⁢ “theory of everything” – a long-sought goal⁢ in physics – ⁣might⁤ potentially be‌ fundamentally unattainable through algorithmic means.If a complete understanding of reality exists outside the‌ realm of formal rules, ​the researchers argue, it would‍ be illogical to assume such a‌ theory *could* be ‌algorithmically ​derived.

The research offers‍ a outlook that appreciates the⁢ inherent complexity ⁤of the universe, while acknowledging the human⁤ tendency to project our own ⁣understanding onto broader ⁣concepts.

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