added conclusion kleiner fix nummer 2
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@@ -4,9 +4,14 @@ Based on a weighted graph, two different models for walking in a more targeted a
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It could be shown that adding this additional knowledge causes an overall improvement of the localisation results, while maintaining flexible for uncertain behaviour.
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It could be shown that adding this additional knowledge causes an overall improvement of the localisation results, while maintaining flexible for uncertain behaviour.
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Furthermore, our approach is able to provide accurate and robust position estimations, even when (normally) necessary calibration processes are ignored.
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Furthermore, our approach is able to provide accurate and robust position estimations, even when (normally) necessary calibration processes are ignored.
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However, providing this calibration knowledge can further improve the results. In order to reduce the effort of locating the \docAP{}s and calibrating them, a numerical optimization based on predefined walks could be considered. Additionally, the graph allows for storing pre-computed signal strengths and thus enables more complex prediction models incorporating floor and wall information into the signal strength estimation.
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However, providing this calibration knowledge can further improve the results.
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In order to reduce the effort of locating the \docAP{}s and calibrating them, a numerical optimization based on predefined walks could be considered.
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Additionally, the graph allows for storing pre-computed signal strengths and thus enables more complex prediction models incorporating floor and wall information into the signal strength estimation.
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As seen, multimodal distributions lead to faulty position estimations and therefore a rising error. One possible method to resolve this issue would be a more suiting location estimation method. Another promising way is smoothing. By deploying a fixed-lag smoother the system would still be perceived as real-time application, but is able to calculate the (delayed) estimation using future measurements up to the latest timestep.
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As seen, multimodal distributions lead to faulty position estimations and therefore a rising error.
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One possible method to resolve this issue would be a more suiting location estimation technique.
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Another promising way is smoothing.
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By deploying a fixed-lag smoother the system would still be perceived as real-time application, but is able to calculate the (delayed) estimation using future measurements up to the latest timestep.
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