For 10 points, name this procedure that converts classical 送eld theories with continuous variables to quantum 送eld theories with discrete operators.
This procedure requires a half-form correction in order to satisfy the Kostant-Souriau condition. This procedure cannot be applied to any Lie subalgebra of polynomials on the symplectic manifold R-two-n with order greater than two. In the Gupta-Bleuler formalism, this procedure includes the addition of a gauge-送xing term to the Lagrangian to preserve Lorentz covariance. A form of this procedure uses the Kontsevich formula to de送ne a star product algebra. Using the creation and annihilation operators to add and remove particles in Fock space is the "second" form of this procedure. The "送rst" form of this procedure replaces the Poisson bracket with one over i h-bar times the commutator and replaces variables like momentum with their corresponding operators. For 10 points, name this procedure that converts classical 送eld theories with continuous variables to quantum 送eld theories with discrete operators.
This procedure requires a half-form correction in order to satisfy the Kostant-Souriau condition.
quantization [accept geometric quantization or quantization of the electromagnetic 送eld or deformation quantization or canonical quantization or second quantization or 送rst quantization]