A quantum algorithm pipeline is proposed that maps forced, nonlinear, and time-dependent oscillator networks to nonlinear Schrodinger equations and then to Hermitian Hamiltonian simulation, claiming near-linear time cost; the central symmetrization proof contains internal inconsistencies.
High-order quantum algorithm for solving linear differential equations
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Simulating Time Dependent and Nonlinear Classical Oscillators through Nonlinear Schr\"odingerization
A quantum algorithm pipeline is proposed that maps forced, nonlinear, and time-dependent oscillator networks to nonlinear Schrodinger equations and then to Hermitian Hamiltonian simulation, claiming near-linear time cost; the central symmetrization proof contains internal inconsistencies.