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In the paper,we investigate the problem of finding a piecewise output feedback control law for an uncertain affine system such that the resulting closed-loop output satisfies a desired linear temporal logic (LTL) specification.A two-level hierarchical approach is proposed to solve the problem in a triangularized output space.In the lower level,we explore whether there exists a robust output feedback control law to make the output starting in a simplex either remains in it or leaves via a specific facet.In the higher level,for the triangularization,we construct the transition system according to the reachability relationship obtained in the lower level and search for feasible paths that meet the LTL specification.The control approach is then applied to solve a motion planning problem.
In the paper, we investigate the problem of finding a piecewise output feedback control law for an uncertain affine system such that that closed-loop output satisfies a desired linear temporal logic (LTL) specification. A two-level hierarchical approach is proposed to solve the problem in a triangularized output space. the lower level, we explore whether there exists a robust output feedback control law to make the output starting in a simplex either remains in it or leaves via a specific facet. triangularization, we construct the transition system according to the reachability relationship obtained in the lower level and search for feasible paths that meet the LTL specification. The control approach then then applied to solve a motion planning problem.