  We present a list of formulae useful for Weyl-Heisenberg integral
quantizations, with arbitrary weight, of functions or distributions on the
plane. Most of these formulae are known, others are original. The list
encompasses particular cases like Weyl-Wigner quantization (constant weight)
and coherent states (CS) or Berezin quantization (Gaussian weight). The
formulae are given with implicit assumptions on their validity on appropriate
space(s) of functions (or distributions). One of the aims of the document is to
accompany a work in progress on Weyl-Heisenberg integral quantization of
dynamics for the motion of a point particle on the line.
