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We investigate the duality conjecture âComplex-ity=Actionâ (CA) for BornâInfeld (BI) gravity model andderive the growth rate of its action within the WheelerâDeWitt (WDW) patch, which is believed to be dual to thegrowth rate of quantum complexity of holographic bound-ary state. In order to find the correct on-shell action, weuse direct variational procedure to find proper boundary andcorner terms. We find out that the late-time behavior of holo-graphic complexity is the well-known two times of energy,as expected.
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