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Information-Based Optimization Approaches to Dynamical System Safety Verification Todd W. Neller
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Focus Global optimization techniques can be powerfully applied to a class of hybrid system verification problems. When each function evaluation of an optimization is costly, such information should be used intelligently in the course of optimization.
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Stepper Motor Time
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Heuristic Search Landscape Make use of simple knowledge of problem domain to provide landscape helpful to search
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Verification through Optimization Transform verification problem into an optimization problem with a heuristic measure of relative safety Apply efficient global optimization
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Information-Based Approach Most GO methods waste costly information. Information-Based Optimization - Previous function evaluations shape probability distribution over possible functions.
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Multi-Level Local Optimization Successful methods of comparative study employed two level approach Generalize to n levels, with each level expediting search for level above Summarizes information tractability
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Comparative Results Strengths: coarsely plateaued f’, no startup cost for simple functions Weaknesses: Local optimizations to distant minima, weaknesses of LO procedure
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Stepper Motor Results MLLO-IQ first to succeed with all trials MLLO-IQ better suited to edge minima MLLO-RIQ better suited to traversing simple f’ CONSTRYURETMIN
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