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Took me a really long time to realize complex numbers aren't necessarily "complex", but that they represent system parameters in a "different" phase space with extra data, where you can map the phase space 1-to-1 to the original system. This is a really good recent SIAM that explains complex solutions to spring systems, where in the complex phase space, you can just imagine a "rocket" that spins around the end of the spring at fixed rotational speed. It's almost always better to learn the system and these solutions in the complex space phase space! https://www.siam.org/publications/siam-news/articles/geometry-of-the-phase-lag/
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