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| Paper IPM / P / 17174 |
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| Abstract: | |||||
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In this work we use the modified replica trick, proposed in arXiv:2205.01150, to compute the late time behaviour of complexity for JT gravity with ð�?© = 1 and ð�?© = 2 supersymmetries. For the ð�?© = 1 theory, we compute the late time behaviour of complexity defined by the â??quenched geodesic lengthâ?� and obtain the expected saturation of complexity at time tâ?¼eS0, to a constant value with time-independent variance. For the ð�?© = 2 theory, we explicitly compute complexity at the disk level which yields the late-time linear growth of complexity. However, we comment on the expectation of the late-time saturation by speculating the trumpet partition function and the non-perturbative corrections to the spectral correlation, relevant for the late time behaviour of complexity. Furthermore, we compute the matter correlation functions for both the theories.
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