  Enhanced quantization offers a different classical/quantum connection than
that of canonical quantization in which $\hbar >0$ throughout. This result
arises when the only allowed Hilbert space vectors allowed in the quantum
action functional are coherent states, which leads to the classical action
functional augmented by additional terms of order $\hbar$. Canonical coherent
states are defined by unitary transformations of a fixed, fiducial vector.
While Gaussian vectors are commonly used as fiducial vectors, they cannot be
used for all systems. We focus on choosing fiducial vectors for several systems
including bosons, fermions, and anyons.
