
This paper presents a novel method to map the operator spreading of a Floquet system to the dynamics of an edge mode in a one-dimensional Floquet-ITFIM, enabling the construction of Floquet systems with desired edge mode properties.


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mapping-floquet-operator-krylov-space-to-a-floquet-itfim-and-applications-to-persistent-autocorrelations


Mapping Floquet Operator Krylov Space to a Floquet-ITFIM and Applications to Persistent Autocorrelations


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This paper reveals a universal mapping between the stroboscopic dynamics of any Hermitian operator under Floquet evolution and the edge operator dynamics of an inhomogeneous Floquet transverse-field Ising model (ITFIM) in one spatial dimension, regardless of the original system's spatial dimension or local Hilbert space.


mapping-the-floquet-operator-krylov-space-to-a-universal-model-the-inhomogeneous-floquet-transverse-field-ising-model


Mapping the Floquet Operator Krylov Space to a Universal Model: The Inhomogeneous Floquet Transverse-Field Ising Model
