Interpretations

quantum Bayesianism

Quantum Bayesianism is the underlying philosophy of probability on which QBism is built. It takes the Bayesian view that probabilities are not objective frequencies out in the world but degrees of belief — coherent betting odds held by an agent — and applies that view squarely to quantum mechanics. The quantum state, on this footing, encodes an agent's personal expectations about the outcomes of their possible actions.

The motivation is to treat the probabilities the Born rule delivers exactly as we treat ordinary probabilities in everyday reasoning. When you assign a chance to rain tomorrow, you are not reporting a property of the sky but committing to a consistent set of bets; revising it when clouds gather is just learning. Quantum Bayesianism says the numbers in a quantum prediction work the same way, which immediately demystifies the 'collapse' that follows a measurement.

Honest care is needed not to conflate this with anything-goes relativism. Bayesian probabilities are subjective but tightly disciplined: rational agents must keep their beliefs internally consistent, and as evidence accumulates well-calibrated agents are driven toward agreement. The distinctive and still-debated claim is that even the Born rule itself is best read as such a consistency constraint on belief, rather than as a law describing frequencies in nature.

probability = rational degree of belief (betting odds), not objective frequency

Quantum probabilities are read as disciplined personal odds, which is what makes QBism possible.

Bayesian probability is a general framework long used in statistics; quantum Bayesianism is its application to quantum theory, and QBism is the full interpretation that results. The terms overlap but are not identical.

Also called
Bayesian quantum probabilitysubjective quantum probability量子贝叶斯貝氏量子機率