Overview De Broglie–Bohm theory is based on the following postulates: There is a configuration of the universe, described by coordinates , which is an element of the configuration space . The configuration space is different for different versions of pilot-wave theory. For example, this may be the space of positions of particles, or, in case of field theory, the space of field configurations . The configuration evolves (for spin=0) according to the guiding equation where is the probability current or probability flux, and is the momentum operator. Here, is the standard complex-valued wavefunction from quantum theory, which evolves according to Schrödinger's equation This completes the specification of the theory for any quantum theory with Hamilton operator of type . The configuration is distributed according to at some moment of time , and this consequently holds for all times. Such a state is named quantum equilibrium. With quantum equilibrium, this theory agrees with the results of standard quantum mechanics.
overview de broglie–bohm theory is based on the following postulates there is a configuration of the universe described by coordinates  which is an element of the configuration space  the configuration space is different for different versions of pilot-wave theory for example this may be the space of positions of particles or in case of field theory the space of field configurations  the configuration evolves (for spin=0) according to the guiding equation where is the probability current or probability flux and is the momentum operator here is the standard complex-valued wavefunction from quantum theory which evolves according to schrödinger's equation this completes the specification of the theory for any quantum theory with hamilton operator of type  the configuration is distributed according to at some moment of time  and this consequently holds for all times such a state is named quantum equilibrium with quantum equilibrium this theory agrees with the results of standard quantum mechanics