  We simulated the radiative response of the cavity quantum electrodynamics
(QED) coupled to the double quantum dot Cooper pair splitter and analyzed its
spectral dependence to get insight into dynamics of the Cooper pair transfers.
The model is confined to the energy subspace where two entangled electrons are
transferred to two normal electrodes through the inter-dot singlet state on two
proximitized quantum dots. Our research is focused on the Andreev scatterings
in the subgap regime, for which the local charge susceptibility $\Pi(\omega_p)$
is derived, by means of Keldysh Green functions, in a whole bias voltage range.
In particular, in the large voltage limit the spectrum of $\Pi(\omega_p)$ is
expressed by a simple analytical formula, which shows various dissipation
processes related with photon-induced transitions between the Andreev bound
states.
