
ISOA v9.0 is a deterministic spectral split-step Fourier solver for the time-dependent Schrödinger equation. The method is unitary, second-order accurate in time, and achieves O(N log N) complexity via FFT-based Hamiltonian propagation. The implementation emphasizes numerical stability, strict norm conservation, and reproducible benchmarking. This release includes:• core Python solver• conservation, convergence, and runtime experiments• reproducible figures• minimal documentation Designed for research and educational use in computational physics and spectral methods.
deterministic simulation, ISOA, FFT solver, computational physics, spectral method, Schrödinger equation, SSCL, numerical PDE, unitary propagation, split-step Fourier, Hamiltonian dynamics
deterministic simulation, ISOA, FFT solver, computational physics, spectral method, Schrödinger equation, SSCL, numerical PDE, unitary propagation, split-step Fourier, Hamiltonian dynamics
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