Krylov complexity is the ϕ-derivative of a Loschmidt amplitude and is upper-bounded by the volume of the induced (t,ϕ) Fubini-Study geometry.
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Krylov Complexity from Loschmidt Amplitude
Krylov complexity is the ϕ-derivative of a Loschmidt amplitude and is upper-bounded by the volume of the induced (t,ϕ) Fubini-Study geometry.