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Adiabatically evolve matrix product states (MPS) using matrix produect operator (MPO) representations of the adiabatic gauge potential (AGP).

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ITensor/ITensorAGP.jl

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ITensorAGP

This is a package that constructs the adiabatic gauge potential (AGP) as a matrix product operator (MPO), which can be used to adiabatically evolve matrix product states (MPSs), using an algorithm introduced in arXiv:2311.00748. The package is built using the ITensors.jl and ITensorMPS.jl libraries.

Installation

This package is currently not registered. You can install it with:

julia> using Pkg: Pkg

julia> Pkg.add(url="https://github.com/ITensor/ITensorAGP.jl.git")

Usage

For example, to compute the AGP of the Hamiltonian H::MPO with perturbation dH::MPO, you can use the agp function:

using ITensorAGP: agp

AGP, ls_error = agp(H, dH; cutoff=1e-6, nsweeps=10, maxdim=40)

Given the MPOs H and dH, this code constructs the AGP as an MPO using the linsolve function in ITensorMPS.jl, which calls the linsolve function in KrylovKit.jl.

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Adiabatically evolve matrix product states (MPS) using matrix produect operator (MPO) representations of the adiabatic gauge potential (AGP).

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