Provides a layered algebraic quantitative semantics for STL-GO where soundness and completeness reduce to monotonicity of abstract accumulators, demonstrated via simulations on Dubins-car and satellite systems under four instantiations.
Journal of the Australian Mathematical Society34(3), 377–393 (Jun 1983)
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An Algebraic Framework for Quantitative Semantics of Spatio-Temporal Logic with Graph Operators
Provides a layered algebraic quantitative semantics for STL-GO where soundness and completeness reduce to monotonicity of abstract accumulators, demonstrated via simulations on Dubins-car and satellite systems under four instantiations.