theorem composite_mp_continuous_S {FR₀ S_crit α_FR w_FG w_QE w_FR FG QE : ℝ}
(hSc : 0 < S_crit) (hα : 0 < α_FR) :
Continuous (fun S => compositeMP FG QE FR₀ S S_crit α_FR w_FG w_QE w_FR) := by
unfold compositeMP
exact continuous_const.add (continuous_const.mul (fr_continuous hSc hα))Paper 7: Settlement Feedback and Monetary Policy in a Mesh Economy