added paths for fig 6
This commit is contained in:
@@ -50,7 +50,7 @@ Fig. compares optimized ap vs real positions for the ground level, thus we only
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\begin{figure}[bt]
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\centering
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\includegraphics[width=0.9\textwidth]{gfx/floorplanDummy.png}
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\caption{Floorplan Dummy}
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\caption{Position of Ap's optimized with global and per floor and real.}
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\label{fig:apfingerprint}
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\end{figure}
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@@ -66,7 +66,7 @@ Fig. compares optimized ap vs real positions for the ground level, thus we only
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\begin{figure}[ht]
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\centering
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\includegraphics[width=0.9\textwidth]{gfx/floorplanDummy.png}
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\caption{Floorplan Dummy}
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\caption{All conducted walks.}
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\label{fig:floorplan}
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\end{figure}
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%
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@@ -250,11 +250,11 @@ In contrast, a KDE-based approach for estimation is able to resolve multimodalit
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It does not always provide the lowest error, since it depends more on an accurate sensor model then a weighted average approach, but is very suitable as a good indicator about the real performance of a sensor fusion system.
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At the end, in the here shown examples we only searched for a global maxima, even though this approach opens a wide range of other possibilities for finding a best estimate.
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\begin{figure}[t]
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\begin{figure}[bt]
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\centering
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\input{gfx/errorOverTimeWalk1/errorOverTime.tex}
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\caption{Error development over time of a single Monte Carlo run of the walk calculated between estimation and ground truth. Between \SI{230}{\second} and \SI{290}{\second} to pedestrian was not moving.}
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\label{}
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\includegraphics[width=0.9\textwidth]{gfx/floorplanDummy.png}
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\caption{Estimation results of walk 2 using the KDE method (orange) and the weighted-average (blue).}
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\label{fig:apfingerprint}
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\end{figure}
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tex/gfx/wifiOptGlobalFloor/globalPath.csv
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tex/gfx/wifiOptGlobalFloor/globalPath.csv
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tex/gfx/wifiOptGlobalFloor/localPath.csv
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61.5539 13.951 2
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24.2624 13.6741 1.8
|
||||
24.7768 13.6741 1.8
|
||||
24.5196 12.8437 1.8
|
||||
24.7768 13.3973 1.8
|
||||
25.2911 13.6741 1.8
|
||||
27.863 13.6741 1.8
|
||||
28.3773 13.3973 1.8
|
||||
29.1489 13.3973 1.8
|
||||
29.6632 12.8437 1.8
|
||||
29.6632 12.5669 1.8
|
||||
29.6632 12.0133 1.8
|
||||
29.6632 12.0133 1.8
|
||||
32.2351 11.4597 1.8
|
||||
32.4923 11.7365 1.8
|
||||
33.0066 11.4597 1.8
|
||||
33.2638 12.0133 1.8
|
||||
33.0066 13.1205 1.8
|
||||
33.2638 13.6741 1.8
|
||||
33.2638 14.7814 1.8
|
||||
32.7494 15.8886 1.8
|
||||
33.2638 17.5494 1.8
|
||||
33.2638 18.3798 1.8
|
||||
33.2638 19.2103 1.8
|
||||
33.2638 19.7639 1.8
|
||||
33.2638 20.0407 1.8
|
||||
33.0066 20.3175 1.8
|
||||
33.2638 20.8711 1.8
|
||||
33.2638 21.7015 1.8
|
||||
33.2638 21.7015 1.8
|
||||
33.2638 21.7015 1.8
|
||||
33.0066 21.9783 1.8
|
||||
33.0066 23.0856 1.8
|
||||
33.0066 23.916 1.8
|
||||
33.0066 24.7464 1.8
|
||||
33.521 25.3 1.8
|
||||
33.521 25.5768 1.8
|
||||
33.521 25.8536 1.8
|
||||
33.521 25.8536 1.8
|
||||
33.521 26.4072 1.8
|
||||
33.521 26.684 1.8
|
||||
33.2638 27.7913 1.8
|
||||
33.521 29.4521 1.8
|
||||
33.2638 30.8361 1.8
|
||||
33.2638 31.6665 1.8
|
||||
33.0066 32.497 1.8
|
||||
33.0066 33.0506 1.8
|
||||
32.7494 34.1578 1.8
|
||||
32.7494 34.1578 1.8
|
||||
32.2351 34.9882 1.8
|
||||
31.7207 35.5418 1.8
|
||||
31.7207 35.5418 1.8
|
||||
31.9779 35.5418 1.8
|
||||
31.7207 36.3722 1.8
|
||||
31.9779 37.2027 1.8
|
||||
31.4635 38.0331 1.8
|
||||
30.9492 38.3099 1.8
|
||||
31.4635 38.5867 1.8
|
||||
30.692 38.8635 1.8
|
||||
28.8917 38.0331 1.8
|
||||
28.3773 38.0331 1.8
|
||||
27.6058 38.0331 1.8
|
||||
26.8342 38.0331 1.8
|
||||
26.3199 38.0331 1.8
|
||||
25.8055 38.0331 1.8
|
||||
25.5483 38.3099 1.8
|
||||
24.7768 38.3099 1.8
|
||||
24.0052 38.3099 1.8
|
||||
23.2337 38.3099 1.8
|
||||
22.7193 38.5867 1.8
|
||||
18.3472 39.6939 1.8
|
||||
17.8328 39.4171 1.8
|
||||
17.8328 39.4171 1.8
|
||||
17.8328 39.4171 1.8
|
||||
17.8328 39.4171 1.8
|
||||
17.5756 38.8635 1.8
|
||||
18.09 39.6939 1.8
|
||||
17.5756 38.8635 1.8
|
||||
19.1187 41.9084 1.6
|
||||
20.919 38.8635 1.8
|
||||
20.919 38.8635 1.8
|
||||
20.6618 38.5867 1.8
|
||||
19.8903 39.4171 1.8
|
||||
19.3759 39.9707 1.8
|
||||
19.8903 40.2475 1.8
|
||||
20.4046 40.2475 1.8
|
||||
20.4046 40.2475 1.8
|
||||
18.8615 40.2475 1.8
|
||||
18.8615 39.4171 1.8
|
||||
18.09 39.4171 1.8
|
||||
18.3472 39.4171 1.8
|
||||
19.1187 40.8011 1.7
|
||||
19.3759 42.462 1.5
|
||||
19.3759 43.0156 1.2
|
||||
19.3759 43.2924 1
|
||||
19.3759 43.5692 1
|
||||
19.3759 43.846 1.2
|
||||
19.6331 44.1228 1.3
|
||||
18.6044 39.4171 1.5
|
||||
18.8615 38.8635 1.4
|
||||
18.09 38.8635 1.4
|
||||
18.09 39.1403 1.5
|
||||
22.7193 45.7837 0.7
|
||||
23.2337 46.0605 0.2
|
||||
|
Reference in New Issue
Block a user