Linked from

The 24 pages that link to De Broglie–Bohm theory, each with the reason it gives.

• Quantum measurementCompared with: It accounts for definite outcomes through hidden particle positions, not measurement-triggered collapse.

• Many-worlds interpretationCompared with: It retains a single actual configuration rather than treating every outcome branch as real.

• Born ruleCompared with: Its predictions reproduce the rule when particle configurations follow the quantum equilibrium distribution.

• Copenhagen interpretationCompared with: It offers definite particle trajectories instead of treating the quantum state as only predictive.

• Bell's theoremCompared with: It preserves hidden variables by abandoning locality, illustrating Bell's constraint.

• Bell testCompared with: It reproduces quantum Bell violations by relinquishing locality.

• Measurement problemCompared with: It adds definite particle configurations to explain observed outcomes without fundamental collapse.

• Quantum nonlocalityCompared with: It reproduces quantum predictions by accepting explicitly nonlocal dynamics.

• Double-slit experimentCompared with: It predicts interference while assigning particles definite trajectories through the apparatus.

• Aspect's experimentCompared with: Bell violations exclude local explanations, but remain compatible with explicitly nonlocal theories such as this one.

• Quantum theoryCompared with: It reproduces standard nonrelativistic predictions using explicit particle trajectories.

• Local hidden-variable theoryCompared with: It supplies hidden variables but accepts explicit nonlocality.

• Wigner’s friendCompared with: Its hidden particle positions supply definite outcomes while retaining a different account of quantum dynamics.

• Bohr–Einstein debatesCompared with: It shows that a complete alternative can reproduce quantum predictions by accepting nonlocality.

• Kochen–Specker theoremCompared with: It illustrates that deterministic theories remain possible by accepting contextual measurement outcomes.

• Quantum BayesianismCompared with: It assigns physical status to the wave function, unlike QBism’s personalist account.

• Quantum indeterminacyCompared with: It reproduces quantum statistics while assigning definite particle configurations.

• Interpretations of quantum mechanicsCompared with: It restores definite particle trajectories while retaining nonlocal dynamics.

• Foundations of quantum mechanicsCompared with: It reproduces quantum predictions through explicit particle trajectories and nonlocal dynamics.