  In this paper, we study the behavior of the weighted composition operators
acting on Bergman spaces defined on strictly pseudoconvex domains via the
sparse domination technique from harmonic analysis. As a byproduct, we also
prove a weighted type estimate for the weighted composition operators which is
adapted to Sawyer-testing conditions. Our results extend the work by the first
author, Li, Shi and Wick under a much more general setting.
