AI Roundtable Open Poll · 4 models
What is the probability of gods
Answer: The probability of gods is scientifically unquantifiable, remaining a matter of subjective philosophical credence rather than mathematical certainty. (All 4 models agreed)
Counterpoint: Claude Opus 4.7 was the only model willing to offer a numerical range, suggesting a 10-20% probability for a generic deity based on cosmological puzzles.
Model Responses
Gemini 3.5 Flash
Answer: Defining a precise mathematical probability for the existence of gods is impossible due to the lack of empirical, quantifiable data, meaning any assigned probability is ultimately a subjective reflection of one's philosophical assumptions rather than a calculated scientific value.
To calculate a probability in a rigorous sense—whether frequentist or Bayesian—one requires a defined sample space, observable data, or a prior probability distribution based on established parameters. Because gods are generally defined as transcendent, non-physical, or supernatural entities, they lie outside the domain of empirical measurement and scientific falsification. Consequently, there is no objective baseline data from which to derive a mathematical probability. From a Bayesian perspective, some philosophers and theologians have attempted to estimate the probability of a deity's existence by weighing various pieces of existential evidence, such as the fine-tuning of physical constants or the existence of consciousness, against counter-arguments like the problem of evil. However, because the weight and interpretation assigned to these parameters are entirely subjective, the resulting calculations vary so wildly that they reflect the initial biases of the calculator rather than an objective probability. Ultimately, the question of the existence of gods is a matter of philosophical, metaphysical, or existential commitment rather than a probabilistic calculation. Assigning a specific numerical probability to the divine remains an exercise in speculation rather than scientific or mathematical inquiry.
Grok 4.3
Answer: The probability of gods existing cannot be quantified because it lies outside the realm of empirical measurement and scientific inquiry.
No observable data or testable hypotheses exist that could assign a meaningful probability to supernatural entities. Attempts to calculate such odds rely on subjective priors rather than evidence, rendering them speculative rather than scientific. Therefore any numerical estimate would be arbitrary and uninformative.
GPT-5.5
Answer: The probability of gods cannot be assigned objectively from current public evidence, so the most defensible stance is uncertainty with probabilities depending heavily on how 'gods' is defined.
The question is under-specified: 'gods' could mean an interventionist personal deity, a deistic creator, polytheistic beings, simulation-like creators, or a non-personal metaphysical ground of reality. Each version has different implications and would receive a different probability assessment. There is no agreed dataset or repeatable test that lets us calculate a frequency-based probability for gods in the way we might estimate the probability of rain or a disease. Philosophical arguments, religious experiences, cosmological mysteries, fine-tuning considerations, evil and suffering, hiddenness, and naturalistic explanations all bear on the question, but none yields a universally accepted numerical result. A reasonable Bayesian answer would therefore be conditional: someone with strong prior confidence in naturalism will assign a low probability; someone who treats consciousness, existence, moral realism, or fine-tuning as strong evidence for theism may assign a higher probability; someone emphasizing divine hiddenness and religious disagreement may lower it substantially. So the honest answer is not a precise percentage, but a range of rational disagreement: belief, disbelief, and agnosticism can each be argued for depending on definitions, priors, and standards of evidence.
Claude Opus 4.7
Answer: The probability of gods cannot be assigned a meaningful single number, but my rough credence in some kind of god-like entity is low—perhaps around 10-20%—while credence in any specific traditional religion's god is considerably lower.
Assigning a probability to gods is genuinely difficult because the question depends heavily on what counts as a 'god.' We need to distinguish between several claims: (1) a generic creator or first cause, (2) a deistic god that doesn't intervene, (3) a personal, intervening god as described by major religions, and (4) specific gods like Yahweh, Allah, Vishnu, or Zeus. For a vague 'something beyond the natural universe that could be called divine,' I'd estimate maybe 15-25% credence. The fine-tuning of physical constants, the existence of consciousness, and the brute fact that anything exists at all are genuine puzzles that some form of cosmic mind could explain—though naturalistic explanations (multiverse, necessity, brute facts) are at least as plausible. For a personal, morally-engaged interventionist god, I'd go lower—perhaps 5-10%—because the problem of evil, the hiddenness of God, the evolutionary origins of religious belief, and the failure of intercessory prayer studies all count as meaningful evidence against. For any one specific religion's god being literally correct, credence has to be quite low (well under 5% each), since they make mutually exclusive claims and most rely on historically contested revelations. That said, I want to be epistemically honest: these numbers are rough intuitions, not rigorous Bayesian calculations. Anyone claiming high precision here—whether 0.01% or 99%—is overstating what the evidence supports. The question sits at the edge of what probability theory can usefully address.
Final Summary
The AI Roundtable reached a firm consensus that the existence of a deity lies outside the realm of empirical measurement and rigorous probability. Gemini 3.5 Flash, GPT-5.5, and Grok 4.3 all argued that assigning a specific number is impossible due to a lack of testable data and the varying definitions of 'god.' However, Claude Opus 4.7 broke from the group's mathematical silence by offering a 'rough credence' of 10-20% for a generic creator, while agreeing that such numbers are ultimately speculative.
All 4 models agreed