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Because of the dynamic character of incoming sensor nformation namely, at any given moment of the planning process the future is not known, and every new step brings in new information the path cannot be preplanned, and so its global optimality is ruled out In contrast, the Piano Mover s approach can in principle produce an optimal solution, simply because it knows everything there is to know1 In sensor-based planning, one looks for a reasonable path, a path that looks acceptable compared to what a human or other algorithms would produce under similar conditions For a more formal assessment of performance of sensorbased algorithms, we will develop some bounds on the length of paths generated by the algorithms In 7 we will try to assess human performance in motion planning.

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Given our continuous model, we will not be able to use the discrete criteria typically used for evaluating algorithms of computational geometry for example, assessing a task complexity as a function of the number of vertices of (polygonal or otherwise algebraically de ned) obstacles Instead, a new pathlength performance criterion based on the length of generated paths as a function of obstacle perimeters will be developed To generalize performance assessment of our path planning algorithms, we will develop the lower bound on paths generated by any sensor-based planning algorithm, expressed as the length of path that the best algorithm would produce in the worst case As known in complexity theory, the dif culty of this task lies in ghting an unknown enemy we do not know how that best algorithm may look like This lower bound will give us a yardstick for assessing individual path planning algorithms.

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For each of those we will be interested in the upper bound on the algorithm performance the worst-case scenario for a speci c algorithm Such results will allow us to compare different algorithms and to see how far are they from an ideal algorithm All sensor-based planning algorithms can be divided into these two nonoverlapping intuitively transparent classes: MOTION PLANNING FOR A MOBILE ROBOT Drawing Bar Code In NET Framework Using Barcode encoder for NET Related: Create Codabar NET , Print ITF-14 NET , NET Interleaved 2 of 5 Generator.

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The situation can be even more complex: For example, it is not uncommon for real-world mobile robots to ave a battery of sonar sensors attached along the circumference of the robot body. Then different sensors may see different objects, the robot s intelligence needs to reconcile those different readings, and a more careful scheme is needed to model the C-space sensing. Little work has been done in this area; some such schemes have been explored by Skewis [64]. PDF 417 Generator In .NET Framework Using Barcode encoder for .NET Control to generate .Related: 

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