| M. S. Branicky, S. M. LaValle, K. Olson, and L. Yang, "Deterministic vs. Probabilistic Roadmaps," submitted to the IEEE Transactions on Robotics and Automation, January 2002. |
....low discrepancy sequences are available in the literature, including Halton, Sobol, Niederreiter and others. Finally, we note that discrepancy is not the only criterion used. For example, the so called dispersion, which is a normalized lower bound on the discrepancy is also studied in [15] and [16]. V. SIMULATION RESULTS Since the uncertainty in the general case consists of nonlinearly coupled parameters even in the single bottleneck link case as shown in (10) we make use of randomized algorithms instead of classical worst case analysis. For the remainder of the paper, the term stability ....
M. S. Branicky, S. M. LaValle, K. Olson, and L. Yang, "Deterministic vs. Probabilistic Roadmaps," submitted to the IEEE Transactions on Robotics and Automation, January 2002.
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M. S. Branicky, S. M. LaValle, K. Olson, and L. Yang, "Deterministic vs. Probabilistic Roadmaps," submitted to the IEEE Transactions on Robotics and Automation, January 2002.
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M. Branicky, S. M. LaValle, K. Olsen, and L. Yang. "Deterministic vs. probabilistic roadmaps". Unpublished manuscript, From http://msl.cs.uiuc.edu/ lavalle/papers.html, 2002.
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M. S. Branicky, S. M. LaValle, K. Olson, and L. Yang, "Deterministic vs. Probabilistic Roadmaps," submitted to the IEEE Transactions on Robotics and Automation, January 2002.
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