A moving cantilever beam with tip-mass is approximately controllable because motion planning is feasible for all its eigenfunctions, which form a Riesz basis.
Motion planning for a 1-D diffusion equation using a Brunovsky-like decomposition
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Motion planning and approximate controllability of a moving cantilever beam with a tip-mass
A moving cantilever beam with tip-mass is approximately controllable because motion planning is feasible for all its eigenfunctions, which form a Riesz basis.