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  1. Here we present, in a simple way, how the Magnus expansion (also known as exponential perturbation theory) provides such unitary approximate solutions. The purpose is to illustrate the importance and …

  2. Note: the generation of lift through the interaction of circulation and translation is the root of many interesting phenomena in the dynamics of sports (generically known as the Magnus Effect).

  3. To understand the Magnus effect, we must first realise that air possesses a sticki-ness, called viscosity. Fluids with high viscosity (such as honey) resist flow, while those with low viscosity (such as water …

  4. Magnus integrates with Ray to offer complex DAG orchestration and heterogeneous resource scheduling for large models, Magnus supporting multimodal data management and …

  5. Here we report the experimental observation of a strong memory-induced Magnus effect for spinning micrometre-sized col-loidal particles moving through an overdamped viscoelastic fluid.

  6. Is it possible to build numerical integration schemes from the Magnus expansion such that the numerical approximations still preserve the main qualitative properties of the exact solution?

  7. Each subsequent order in the Magnus expansion is a correction that accounts for the proper time-ordering of the Hamiltonian. The Magnus expansion in Eq. (10) immediately suggests a route to …