## Studyโข Challenges Simulation โคHypothesis, Citing Limits of โคComputation
A new study from the University of British Columbia Okanagan (UBCO) argues against โขtheโ idea that theโค universe isโ a computer โฃsimulation, 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 โon mathematical theorems concerning incompleteness and indefinability.โ “Drawing on โmathematical โฃtheorems related to incompleteness and indefinability, we demonstrate that aโ fully consistent โฃand complete description of reality โcannot be โachieved throughโ computation โalone,” explainedโค Mir โfaizal, a physicist at the university ofโฃ British Columbia in Canada.
Central to โthe argument โisโฃ Gรถdel‘s incompleteness theorem, โขfirst presented in 1931. This โคtheorem demonstrates thatโ within anyโฃ axiomatic system, there โคwill always be true statements that cannot be provenโ within that system. As an example, the researchers โcite the paradoxical statement: “This true statement is not provable.” An algorithm attempting toโค evaluate this statement encounters a logical impasse – proving it makes it โคfalse, whileโ failing to prove it affirms its truth.Theโ researchers emphasize that computation is inherently limitedโ by its foundational assumptions. this mirrors theโ evolution of physics itself, moving fromโข Newtonian physics to Einstein’sโ general relativity and subsequently to quantum mechanics, indicating a continuous unveiling of deeper layers of reality.โ
According to the paper, this suggests an “facts-based foundation” exists โthat lies beyond the reach of complete computational description.โค Humans, unlikeโค computers, can intuitively grasp “Gรถdelian” โฃtruths, highlightingโฃ the difference between algorithmic processing and human โคunderstanding.
“Any simulation โขis inherently algorithmic-it must follow programmed rules,” โขFaizal stated.โ “But sence the fundamental level of reality is basedโค on non-algorithmic understanding, the โฃuniverse cannot be, andโข could never be, a simulation.”
The โคstudyโข also suggestsโ that a completeโข “theory of everything” – a long-sought goalโข in physics – โฃmightโค potentially beโ fundamentally unattainable through algorithmic means.If a complete understanding of reality exists outside theโ realm of formal rules, โthe researchers argue, it wouldโ be illogical to assume such aโ theory *could* be โalgorithmically โderived.
The research offersโ a outlook that appreciates theโข inherent complexity โคof the universe, while acknowledging the humanโค tendency to project our own โฃunderstanding onto broader โฃconcepts.