added new figure comparing good vs bad int results
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@@ -82,6 +82,9 @@
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\usepackage{algorithm}
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\usepackage{algorithm}
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\usepackage{algpseudocode}
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\usepackage{algpseudocode}
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\usepackage{caption}
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\usepackage{subcaption}
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% replacement for the SI package
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% replacement for the SI package
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\newcommand{\SI}[2]{\ensuremath{#1}\text{\,#2}}
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\newcommand{\SI}[2]{\ensuremath{#1}\text{\,#2}}
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@@ -117,7 +120,7 @@
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% gfx include folder
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% gfx include folder
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\graphicspath{ {gfx/baro/},{gfx/graph/},{gfx/paths/},{gfx/eval/},{gfx/},{gfx/grid/},{gfx/activity/},{gfx/eval/interval_path4_comp/},{gfx/eval/interval_path3_bad/},{gfx/particles/}, {gfx/eval/lag_path4_error/}}
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\graphicspath{ {gfx/baro/},{gfx/graph/},{gfx/paths/},{gfx/eval/},{gfx/},{gfx/grid/},{gfx/activity/},{gfx/eval/interval_path4_comp/},{gfx/eval/interval_path3_bad/},{gfx/particles/}, {gfx/eval/lag_path4_error/}, {gfx/eval/interval_path3_good/}}
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% correct bad hyphenation here
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% correct bad hyphenation here
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@@ -42,7 +42,7 @@ Additionally, we used five \docIBeacon{}s for slight enhancements in some areas.
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The empirically chosen values for \docWIFI{} were $P_{0_{\text{wifi}}} = \SI{-46}{\dBm}, \mPLE_{\text{wifi}} = \SI{2.7}{}, \mWAF_{\text{wifi}} = \SI{8}{\dB}$, and $\mPLE_{\text{ib}} = \SI{1.5}{}$ for the \docIBeacon{}s, respectively.
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The empirically chosen values for \docWIFI{} were $P_{0_{\text{wifi}}} = \SI{-46}{\dBm}, \mPLE_{\text{wifi}} = \SI{2.7}{}, \mWAF_{\text{wifi}} = \SI{8}{\dB}$, and $\mPLE_{\text{ib}} = \SI{1.5}{}$ for the \docIBeacon{}s, respectively.
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The system was tested by omitting any time-consuming calibration processes for those values.
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The system was tested by omitting any time-consuming calibration processes for those values.
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We therefore expect the localisation process to perform generally worse compared to standard fingerprinting methods \cite{Ville09}.
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We therefore expect the localisation process to perform generally worse compared to standard fingerprinting methods \cite{Ville09}.
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However, incorporating prior knowledge and smoothing will often compensate for those poorly chosen system parameters.
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However, smoothing will often compensate for those poorly chosen system parameters.
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For the filtering we used $\sigma_\text{wifi} = \sigma_\text{ib} = 8.0$ as uncertainties, both growing with each measurement's age.
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For the filtering we used $\sigma_\text{wifi} = \sigma_\text{ib} = 8.0$ as uncertainties, both growing with each measurement's age.
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While the pressure change was assumed to be \SI{0.105}{$\frac{\text{\hpa}}{\text{\meter}}$}, all other barometer-parameters are determined automatically (see \ref{sec:eval}).
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While the pressure change was assumed to be \SI{0.105}{$\frac{\text{\hpa}}{\text{\meter}}$}, all other barometer-parameters are determined automatically (see \ref{sec:eval}).
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@@ -63,7 +63,7 @@ By adding the activity recognition to the system of \cite{Ebner-16}, we are able
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The approximation error decreases by an average of \SI{XX}{\centimeter} for all 4 paths on 10 MC runs.
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The approximation error decreases by an average of \SI{XX}{\centimeter} for all 4 paths on 10 MC runs.
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Due to this additional knowledge, the state transition samples mostly depending upon the current activity and therefore limits the possibility of false floor changes.
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Due to this additional knowledge, the state transition samples mostly depending upon the current activity and therefore limits the possibility of false floor changes.
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Fig. \ref{fig:activityRecognition} shows the recognized activities for path 4 using the Nexus 6.
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Fig. \ref{fig:activityRecognition} shows the recognized activities for path 4 using the Nexus 6.
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Despite a short misdetection caused by faulty pressure readings, the recognition can be considered to be very robust and accurate.
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Despite a short misdetection in seg. 2, caused by faulty pressure readings, the recognition can be considered to be very robust and accurate.
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%Fixed Interval Smoothing
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%Fixed Interval Smoothing
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At first, both FBS and BS are compared in context of fixed-interval smoothing.
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At first, both FBS and BS are compared in context of fixed-interval smoothing.
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@@ -75,35 +75,43 @@ Thus, we calculate only the positional error between estimation and ground truth
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\caption{particles. green = avg50, black = avg. gnuplot zickt bei der legende}
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\caption{particles. green = avg50, black = avg. gnuplot zickt bei der legende}
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\label{fig:particles}
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\label{fig:particles}
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\end{figure}
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\end{figure}
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In contrast to BS, the FBS is not able to improve the results using the weighted arithmetic mean for estimating the current position.
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In contrast to BS, the FBS is not able to improve the results using the weighted arithmetic mean for estimating the current position.
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As illustrated in fig. \ref{fig:particles}, the estimated position (black dot) for filtering and FBS is identical although the weights are highly different.
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Fig. \ref{fig:particles} illustrates the filtered and smoothed particle set at a certain time step on path 4.
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To address this problem, we are calculating the average state using the \SI{50}{\percent} best weighted particles (green dot).
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It can be seen that the estimated position (black dot) for filtering and FBS is identical although the particle weights are highly different.
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For evaluating the FBS this estimation method was applied to filtering and smoothing likewise.
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To address this problem, we are extending the FBS by adding a resampling step.
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We deployed 10 MC runs using \SI{2500}{} particles for approximation.
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Here, particles with large weights are likely to be drawn multiple times.
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%The resulting positional error between estimated and ground truth along path 4 can be seen in fig. \ref{}.
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This focuses the computational resources of the FBS into regions with high probability mass and finally improves the estimation.
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Now, the positional average error along all 4 paths could be improved from \SI{2.49}{\meter} to \SI{2.2}{\meter} for the Galaxy and from \SI{1.76}{\meter} to \SI{1.54}{\meter} for the Nexus.
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Since smoothing operates on known states, the danger of sample impoverishment is negligible.
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%Similar outcomes can be observed by adding a resampling step at the end of every smoothing iteration.
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However, BS still outperforms the FBS with an average error of \SI{1.74}{\meter} for the Galaxy and \SI{1.41}{\meter} for the Nexus on all 4 paths using the same number of particles and $500$ sample realisations.
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A visual example comparing both smoothing methods on path 4 is illustrated in fig. \ref{fig:intcomp}.
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We deployed 10 MC runs using \SI{2500}{} particles for approximation and a multinomial resampling step to every smoothing interval of the FBS.
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Now, the positional average error along all 4 paths using the Nexus and the Galaxy could be improved from \SI{2.08}{\meter} to \SI{1.37}{\meter}.
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Using the same number of particles and $500$ sample realisations the BS performs with an average error of \SI{2.21}{\meter} for filtering and \SI{1.51}{\meter} for smoothing.
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The difference between both filtering steps is of course based upon the randomized behaviour of the respective probabilistic models.
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It is interesting to note, that the positional error is very similar for both used smartphones, although the approximation error varies greatly as we will see later.
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A visual example of the smoothing outcome for path 3 is illustrated in fig. \ref{fig:int_path3_a}.
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The estimation of BS looks way more realistic and adapts better to the ground truth path.
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The estimation of BS looks way more realistic and adapts better to the ground truth path.
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However, in this particular example the FBS starts at an earlier position (cf. fig. \ref{fig:intcomp} seg. 2), better handling the initial uniform distribution.
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%However, in this particular example the FBS starts at an earlier position (cf. fig. \ref{fig:intcomp} seg. 2), better handling the initial uniform distribution.
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Another advantage of BS over FBS, is the ability to still improve the filtering results even while reducing the number of particles radical.
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%Another advantage of BS over FBS, is the ability to still improve the filtering results even while reducing the number of particles radical.
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For example \SI{50}{} particles and \SI{25}{} sample realisations are providing reliable estimations similar to above experiments, though the risk of losing track is higher.
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%For example \SI{50}{} particles and \SI{25}{} sample realisations are providing reliable estimations similar to above experiments, though the risk of losing track is higher.
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\begin{figure}
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\input{gfx/eval/interval_path4_comp/path4_interval}
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\caption{Comparison between FBS (red) and BS (blue) on path 4 (black). Both were approximated using $2500$ particles and \SI{500}{} sample realisations for BS. The measurements were recorded using the Nexus 6. }
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\label{fig:intcomp}
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\todo{Filter mit rein}
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\end{figure}
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\begin{figure}
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\begin{figure}
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\input{gfx/eval/interval_path3_bad/path3_interval}
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\begin{subfigure}{0.175\textwidth}
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\caption{A situation where BS smoothing (blue) was not able to improve the filtering results (green). Two main factors are causing this: an initial position within a detached room and inaccurate pressure readings given by the Galaxy S5.}
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\input{gfx/eval/interval_path3_good/path3_interval_good}
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\label{fig:intervalbad}
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\caption{}
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\label{fig:int_path3_a}
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\end{subfigure}
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\begin{subfigure}{0.175\textwidth}
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\input{gfx/eval/interval_path3_bad/path3_interval}
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\caption{}
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\label{fig:int_path3_b}
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\end{subfigure}
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\caption{a) Exemplary comparison between BS (blue) and filtering (green) using 2500 particles and 500 sample realisations. b) A situation where BS smoothing was not able to improve the filtering results. Two main factors are causing this: an initial position within a detached room and inaccurate pressure readings given by the Galaxy S5.}
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\label{fig:int_path3_comp}
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\end{figure}
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\end{figure}
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Despite the very good outcomes provided by both interval smoother, there are some rare situations in which smoothing does not improve the filtered estimation or even improves the visual path.
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Despite the very good outcomes provided by both interval smoother, there are some rare situations in which smoothing does not improve the filtered estimation or even improves the visual path.
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For example fig. \ref{fig:intervalbad} depicts such a situation for path 3 using BS and measurements provided by the Galaxy S5.
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For example fig. \ref{fig:int_path3_b} depicts such a situation for path 3 using BS and measurements provided by the Galaxy S5.
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Here, the estimation was not able to change floors correctly due to faulty pressure readings. Additionally, the initial position was located within a detached room.
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Here, the estimation was not able to change floors correctly due to faulty pressure readings. Additionally, the initial position was located within a detached room.
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This shows that the smoothing results are of course highly depend upon the filtering performance.
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This shows that the smoothing results are of course highly depend upon the filtering performance.
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@@ -142,7 +150,7 @@ It is obvious that a lag of \SI{30}{} time steps has access to much more future
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Considering an update interval of \SI{500}{\milli\second}, a lag of \SI{30}{} would however mean that the smoother is \SI{15}{\second} behind the filter.
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Considering an update interval of \SI{500}{\milli\second}, a lag of \SI{30}{} would however mean that the smoother is \SI{15}{\second} behind the filter.
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Nevertheless, there are practical applications like accurately verifying hit checkpoints or continuously optimizing a recurring segment of the path.
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Nevertheless, there are practical applications like accurately verifying hit checkpoints or continuously optimizing a recurring segment of the path.
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%verlgeich noch zwischen bs und fbs. bs weniger partikel und somit schneller. ändern der estimations kann aber auch ein möglichkeit sein.
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File diff suppressed because it is too large
Load Diff
@@ -79,18 +79,18 @@
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\fi%
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\fi%
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\setlength{\fboxrule}{0.5pt}%
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\setlength{\fboxrule}{0.5pt}%
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\setlength{\fboxsep}{1pt}%
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\setlength{\fboxsep}{1pt}%
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\begin{picture}(4896.00,2014.00)%
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\begin{picture}(3456.00,2014.00)%
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\gplgaddtomacro\gplbacktext{%
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\gplgaddtomacro\gplbacktext{%
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}%
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}%
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\gplgaddtomacro\gplfronttext{%
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\gplgaddtomacro\gplfronttext{%
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\csname LTb\endcsname%
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\csname LTb\endcsname%
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\put(4453,1802){\makebox(0,0)[r]{\strut{}\footnotesize{filtered}}}%
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\put(2578,393){\makebox(0,0)[r]{\strut{}\footnotesize{filtered}}}%
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\csname LTb\endcsname%
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\csname LTb\endcsname%
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\put(4453,1582){\makebox(0,0)[r]{\strut{}\footnotesize{smoothed (BS)}}}%
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\put(2578,173){\makebox(0,0)[r]{\strut{}\footnotesize{smoothed (BS)}}}%
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\csname LTb\endcsname%
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\csname LTb\endcsname%
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\put(4453,1802){\makebox(0,0)[r]{\strut{}\footnotesize{filtered}}}%
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\put(2578,393){\makebox(0,0)[r]{\strut{}\footnotesize{filtered}}}%
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\csname LTb\endcsname%
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\csname LTb\endcsname%
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\put(4453,1582){\makebox(0,0)[r]{\strut{}\footnotesize{smoothed (BS)}}}%
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\put(2578,173){\makebox(0,0)[r]{\strut{}\footnotesize{smoothed (BS)}}}%
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}%
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}%
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\gplbacktext
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\gplbacktext
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\put(0,0){\includegraphics{path3_interval}}%
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\put(0,0){\includegraphics{path3_interval}}%
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@@ -1,17 +1,19 @@
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set terminal epslatex size 3.4,1.4
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set terminal epslatex size 2.4,1.4
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set output "path3_interval.tex"
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set output "path3_interval.tex"
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set termoption dashlength 0.5
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set termoption dashlength 0.5
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set ticslevel 0
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set ticslevel 0
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set view equal xy
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set view equal xy
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set zrange [350:2000]
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set zrange [0:2200]
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set multiplot layout 1,1 scale 3.1,3.1 offset -0.12,0.26
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set xrange[0:2500]
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set view 72,33
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set yrange[0:5000]
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set multiplot layout 1,1 scale 3.1,3.1 offset -0.05,0.26
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set view 78,33
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unset border
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unset border
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unset xtics
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unset xtics
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unset ytics
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unset ytics
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unset ztics
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unset ztics
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set key at screen 0.99,0.95 opaque box samplen 0.5 width -7.0
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set key at screen 0.86,0.25 opaque box samplen 0.5 width -7.0
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splot \
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splot \
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'floors.dat' notitle with lines lc rgb '#999999', \
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'floors.dat' notitle with lines lc rgb '#999999', \
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113.4
|
||||||
|
80.9259
|
||||||
|
50.0149
|
||||||
|
33.9238
|
||||||
|
34.5498
|
||||||
|
39.0545
|
||||||
|
27.9156
|
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|
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|
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|
23.2748
|
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|
22.7899
|
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|
21.3865
|
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|
24.7118
|
||||||
|
56.9237
|
||||||
|
96.3177
|
||||||
|
114.565
|
||||||
|
141.647
|
||||||
|
177.294
|
||||||
|
210.251
|
||||||
|
256.619
|
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|
253.012
|
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|
245.473
|
||||||
|
332.388
|
||||||
|
329.914
|
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|
388.228
|
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|
348.804
|
||||||
|
331.347
|
||||||
|
373.886
|
||||||
|
382.645
|
||||||
|
348.71
|
||||||
|
346.18
|
||||||
|
264.32
|
||||||
|
216.792
|
||||||
|
417.568
|
||||||
|
350.766
|
||||||
|
285.418
|
||||||
|
228.196
|
||||||
|
196.559
|
||||||
|
187.604
|
||||||
|
185.323
|
||||||
|
110.079
|
||||||
|
61.2003
|
||||||
|
21.2366
|
||||||
|
26.4682
|
||||||
|
32.2888
|
||||||
|
33.1782
|
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|
33.7415
|
||||||
|
42.7213
|
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|
47.1981
|
||||||
|
13.8237
|
||||||
|
37.6459
|
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|
41.5318
|
||||||
|
29.7612
|
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|
38.2139
|
||||||
|
55.8986
|
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|
67.9565
|
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|
48.1351
|
||||||
|
24.2001
|
||||||
|
5.90083
|
||||||
|
41.4089
|
||||||
|
36.2423
|
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|
46.1265
|
||||||
|
44.4212
|
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|
39.561
|
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|
38.745
|
||||||
|
46.8308
|
||||||
|
51.1305
|
||||||
|
45.0822
|
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|
46.8486
|
||||||
|
38.6002
|
||||||
|
27.7664
|
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|
38.1695
|
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|
42.8452
|
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45.7746
|
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|
66.1902
|
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|
111.256
|
||||||
|
109.196
|
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|
99.4119
|
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|
90.3194
|
||||||
|
93.53
|
||||||
|
103.081
|
||||||
|
101.102
|
||||||
|
93.1084
|
||||||
|
99.4633
|
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|
90.2667
|
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|
70.3696
|
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54.3356
|
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|
39.4039
|
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|
41.4023
|
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|
39.9202
|
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|
22.0004
|
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|
25.8691
|
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23.9525
|
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|
21.1168
|
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|
18.774
|
||||||
|
31.0398
|
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|
21.0398
|
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|
45.2516
|
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|
63.6141
|
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|
53.5772
|
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|
30.8729
|
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27.2446
|
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|
22.6477
|
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|
33.4107
|
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|
20.1004
|
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|
16.2158
|
||||||
|
24.2912
|
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|
32.1959
|
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|
38.9923
|
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|
42.9933
|
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|
42.8768
|
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|
46.5505
|
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46.4787
|
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|
31.2055
|
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29.9383
|
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|
31.4566
|
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|
17.8572
|
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17.217
|
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|
8.72871
|
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|
19.9071
|
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29.4975
|
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24.6342
|
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27.8255
|
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30.0679
|
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|
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|
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|
13.4021
|
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8.3576
|
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5.12766
|
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|
37.2413
|
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|
75.6743
|
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|
93.0997
|
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|
116.211
|
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|
101.508
|
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|
100.646
|
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|
118.703
|
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|
107.802
|
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|
108.134
|
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|
104.064
|
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|
87.9081
|
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95.0138
|
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|
107.193
|
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|
139.129
|
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|
181.312
|
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|
182.933
|
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|
156.199
|
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|
180.479
|
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|
190.105
|
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|
196.414
|
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|
207.855
|
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|
214.054
|
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|
233.689
|
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|
231.792
|
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|
237.536
|
||||||
@@ -0,0 +1,152 @@
|
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|
794.685
|
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|
794.66
|
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|
813.11
|
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|
819.756
|
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|
811.028
|
||||||
|
788.868
|
||||||
|
774.418
|
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|
760.315
|
||||||
|
733.296
|
||||||
|
715.564
|
||||||
|
690.089
|
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|
652.607
|
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|
611.326
|
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|
591.549
|
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|
569.578
|
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|
566.841
|
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|
569.943
|
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|
585.274
|
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|
585.718
|
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|
561.896
|
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|
590.696
|
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|
604.204
|
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|
571.113
|
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|
524.203
|
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|
518.393
|
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|
507.388
|
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|
497.858
|
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|
459.674
|
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|
456.756
|
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|
472.934
|
||||||
|
461.71
|
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|
400.161
|
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|
382.734
|
||||||
|
375.566
|
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|
370.399
|
||||||
|
377.528
|
||||||
|
359.466
|
||||||
|
340.999
|
||||||
|
313.936
|
||||||
|
292.165
|
||||||
|
291.765
|
||||||
|
300.189
|
||||||
|
633.326
|
||||||
|
926.972
|
||||||
|
905.506
|
||||||
|
787.403
|
||||||
|
563.722
|
||||||
|
298.444
|
||||||
|
158.843
|
||||||
|
125.633
|
||||||
|
115.862
|
||||||
|
116.914
|
||||||
|
103.894
|
||||||
|
83.757
|
||||||
|
98.775
|
||||||
|
124.38
|
||||||
|
157.199
|
||||||
|
188.005
|
||||||
|
181.677
|
||||||
|
187.72
|
||||||
|
202.327
|
||||||
|
211.884
|
||||||
|
224.736
|
||||||
|
246.113
|
||||||
|
272.246
|
||||||
|
300.897
|
||||||
|
328.693
|
||||||
|
347.524
|
||||||
|
376.19
|
||||||
|
415.388
|
||||||
|
433.373
|
||||||
|
453.612
|
||||||
|
425.212
|
||||||
|
390.99
|
||||||
|
351.993
|
||||||
|
341.607
|
||||||
|
330.17
|
||||||
|
289.364
|
||||||
|
274.021
|
||||||
|
273.147
|
||||||
|
245.44
|
||||||
|
211.967
|
||||||
|
176.931
|
||||||
|
162.675
|
||||||
|
160.64
|
||||||
|
147.406
|
||||||
|
150.916
|
||||||
|
125.237
|
||||||
|
46.7642
|
||||||
|
48.5491
|
||||||
|
102.646
|
||||||
|
120.079
|
||||||
|
130.032
|
||||||
|
122.835
|
||||||
|
116.806
|
||||||
|
123.832
|
||||||
|
137.327
|
||||||
|
156.445
|
||||||
|
160.608
|
||||||
|
142.374
|
||||||
|
113.261
|
||||||
|
78.2721
|
||||||
|
39.4053
|
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|
34.4079
|
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|
34.5238
|
||||||
|
48.3533
|
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|
75.5547
|
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|
113.768
|
||||||
|
126.9
|
||||||
|
159.272
|
||||||
|
186.713
|
||||||
|
237.286
|
||||||
|
289.18
|
||||||
|
330.92
|
||||||
|
377.051
|
||||||
|
428.876
|
||||||
|
461.495
|
||||||
|
496.936
|
||||||
|
532.655
|
||||||
|
566.762
|
||||||
|
601.547
|
||||||
|
615.852
|
||||||
|
643.451
|
||||||
|
688.779
|
||||||
|
727.995
|
||||||
|
736.63
|
||||||
|
724.294
|
||||||
|
734.926
|
||||||
|
738.408
|
||||||
|
749.155
|
||||||
|
762.033
|
||||||
|
765.75
|
||||||
|
741.636
|
||||||
|
719.166
|
||||||
|
693.644
|
||||||
|
674.956
|
||||||
|
612.307
|
||||||
|
571.171
|
||||||
|
553.2
|
||||||
|
513.933
|
||||||
|
478.878
|
||||||
|
463.133
|
||||||
|
446.802
|
||||||
|
417.098
|
||||||
|
403.585
|
||||||
|
419.118
|
||||||
|
421.581
|
||||||
|
437.081
|
||||||
|
465.024
|
||||||
|
498.846
|
||||||
|
520.396
|
||||||
|
516.104
|
||||||
@@ -0,0 +1,152 @@
|
|||||||
|
792.235
|
||||||
|
806.629
|
||||||
|
831.018
|
||||||
|
857.651
|
||||||
|
864.001
|
||||||
|
815.844
|
||||||
|
769.883
|
||||||
|
730.496
|
||||||
|
677.845
|
||||||
|
648.586
|
||||||
|
613.565
|
||||||
|
555.301
|
||||||
|
537.427
|
||||||
|
577.009
|
||||||
|
536.844
|
||||||
|
520.341
|
||||||
|
523.326
|
||||||
|
534.36
|
||||||
|
532.23
|
||||||
|
509.581
|
||||||
|
433.234
|
||||||
|
469.006
|
||||||
|
455.306
|
||||||
|
540.256
|
||||||
|
480.517
|
||||||
|
446.353
|
||||||
|
439.66
|
||||||
|
424.702
|
||||||
|
373.077
|
||||||
|
346.197
|
||||||
|
266.937
|
||||||
|
226.271
|
||||||
|
471.213
|
||||||
|
429.902
|
||||||
|
372.583
|
||||||
|
369.527
|
||||||
|
365.37
|
||||||
|
382.877
|
||||||
|
404.078
|
||||||
|
421.075
|
||||||
|
361.503
|
||||||
|
225.936
|
||||||
|
123.495
|
||||||
|
39.2388
|
||||||
|
52.4762
|
||||||
|
81.7274
|
||||||
|
78.4648
|
||||||
|
65.941
|
||||||
|
83.6539
|
||||||
|
157.718
|
||||||
|
129.192
|
||||||
|
87.4353
|
||||||
|
63.4463
|
||||||
|
58.5117
|
||||||
|
69.1641
|
||||||
|
56.8377
|
||||||
|
60.0642
|
||||||
|
59.0494
|
||||||
|
42.1413
|
||||||
|
49.6577
|
||||||
|
72.2871
|
||||||
|
91.0786
|
||||||
|
113.903
|
||||||
|
134.256
|
||||||
|
156.188
|
||||||
|
165.129
|
||||||
|
184.371
|
||||||
|
226.216
|
||||||
|
246.778
|
||||||
|
265.302
|
||||||
|
281.452
|
||||||
|
330.19
|
||||||
|
298.931
|
||||||
|
271.296
|
||||||
|
261.746
|
||||||
|
239.708
|
||||||
|
248.228
|
||||||
|
236.359
|
||||||
|
220.463
|
||||||
|
239.151
|
||||||
|
194.061
|
||||||
|
152.835
|
||||||
|
114.212
|
||||||
|
92.4794
|
||||||
|
74.5908
|
||||||
|
59.1101
|
||||||
|
47.6571
|
||||||
|
41.4569
|
||||||
|
48.3534
|
||||||
|
68.3861
|
||||||
|
105.088
|
||||||
|
129.556
|
||||||
|
163.223
|
||||||
|
188.079
|
||||||
|
165.657
|
||||||
|
142.117
|
||||||
|
123.285
|
||||||
|
118.634
|
||||||
|
120.992
|
||||||
|
138.842
|
||||||
|
142.685
|
||||||
|
152.87
|
||||||
|
166.357
|
||||||
|
159.214
|
||||||
|
136.01
|
||||||
|
132.981
|
||||||
|
160.733
|
||||||
|
213.478
|
||||||
|
193.239
|
||||||
|
170.699
|
||||||
|
141.767
|
||||||
|
117.606
|
||||||
|
66.5459
|
||||||
|
67.6609
|
||||||
|
46.7836
|
||||||
|
28.5272
|
||||||
|
17.2552
|
||||||
|
39.8902
|
||||||
|
67.673
|
||||||
|
97.8039
|
||||||
|
110.684
|
||||||
|
110.558
|
||||||
|
133.476
|
||||||
|
104.074
|
||||||
|
106.211
|
||||||
|
105.532
|
||||||
|
133.188
|
||||||
|
91.3983
|
||||||
|
96.9501
|
||||||
|
144.737
|
||||||
|
158.298
|
||||||
|
152.655
|
||||||
|
166.519
|
||||||
|
214.583
|
||||||
|
214.431
|
||||||
|
218.744
|
||||||
|
200.231
|
||||||
|
156.256
|
||||||
|
186.104
|
||||||
|
202.205
|
||||||
|
197.441
|
||||||
|
206.933
|
||||||
|
228.381
|
||||||
|
165.518
|
||||||
|
209.075
|
||||||
|
257.111
|
||||||
|
296.541
|
||||||
|
355.724
|
||||||
|
386.916
|
||||||
|
462.656
|
||||||
|
484.432
|
||||||
|
558.905
|
||||||
@@ -0,0 +1,188 @@
|
|||||||
|
3125.26 3513.27 541.419
|
||||||
|
2190.37 3360.95 806.987
|
||||||
|
1679.28 3372.73 925.502
|
||||||
|
1447.18 3415.44 974.002
|
||||||
|
1323.69 3483.65 1004.93
|
||||||
|
1273.47 3524.09 1021.87
|
||||||
|
1218.74 3553.96 1034.36
|
||||||
|
1201.99 3602.72 1041.91
|
||||||
|
1139.25 3579.13 1048.36
|
||||||
|
1086.29 3586.94 1051.69
|
||||||
|
1091.97 3590.5 1053.24
|
||||||
|
1063.44 3599.73 1056.01
|
||||||
|
1041.46 3603.16 1057.52
|
||||||
|
1026.52 3603.78 1058.61
|
||||||
|
983.776 3615.94 1058.88
|
||||||
|
971.973 3613.57 1059.31
|
||||||
|
956.832 3605.25 1059.71
|
||||||
|
956.067 3594.67 1059.91
|
||||||
|
937.795 3574.96 1059.91
|
||||||
|
918.928 3593.91 1059.91
|
||||||
|
908.901 3593.02 1060
|
||||||
|
893.978 3598.85 1060
|
||||||
|
890.802 3582.17 1059.99
|
||||||
|
865.295 3598.86 1059.98
|
||||||
|
842.208 3599.11 1059.99
|
||||||
|
830.701 3578.7 1059.98
|
||||||
|
825.036 3542.27 1059.98
|
||||||
|
802.096 3533.51 1060
|
||||||
|
778.147 3532.58 1059.99
|
||||||
|
758.002 3511.91 1059.99
|
||||||
|
762.357 3486.5 1060
|
||||||
|
760.719 3472.69 1059.98
|
||||||
|
754.955 3480.36 1059.97
|
||||||
|
745.767 3476.29 1059.98
|
||||||
|
728.257 3490.36 1060
|
||||||
|
743.848 3468.67 1059.98
|
||||||
|
746.461 3466.25 1060
|
||||||
|
753.324 3484.94 1060
|
||||||
|
757.003 3490.56 1059.99
|
||||||
|
778.473 3485.58 1059.99
|
||||||
|
784.72 3495.3 1059.98
|
||||||
|
788.579 3513.38 1060
|
||||||
|
800.682 3522.74 1059.99
|
||||||
|
798.72 3523.37 1059.99
|
||||||
|
811.592 3523.84 1059.98
|
||||||
|
825.791 3513.05 1060
|
||||||
|
816.723 3496.63 1060
|
||||||
|
790.059 3476.12 1060
|
||||||
|
798.289 3464.38 1059.99
|
||||||
|
800.492 3448.03 1059.99
|
||||||
|
799.065 3446.72 1059.98
|
||||||
|
808.264 3447.31 1059.99
|
||||||
|
833.022 3459.5 1060
|
||||||
|
834.219 3450.38 1060
|
||||||
|
842.717 3413.56 1059.98
|
||||||
|
814.152 3411.86 1059.98
|
||||||
|
832.884 3410.28 1059.98
|
||||||
|
848.212 3386.32 1060
|
||||||
|
858.488 3356.49 1060
|
||||||
|
861.654 3368.69 1060
|
||||||
|
864.459 3369.69 1059.99
|
||||||
|
871.094 3371.48 1059.92
|
||||||
|
905.074 3356.29 1059.86
|
||||||
|
912.848 3359.2 1059.96
|
||||||
|
908.781 3375.29 1059.98
|
||||||
|
924.122 3423.84 1059.99
|
||||||
|
971.429 3419.32 1060
|
||||||
|
982.225 3436.68 1060
|
||||||
|
982.48 3450.07 1060
|
||||||
|
986.516 3476.24 1060
|
||||||
|
978.426 3500.23 1060
|
||||||
|
997.91 3521.65 1059.98
|
||||||
|
1019.63 3538.31 1059.94
|
||||||
|
1055.78 3531.81 1059.69
|
||||||
|
1097.45 3527.92 1059.34
|
||||||
|
1105.86 3569.28 1057.59
|
||||||
|
1119.43 3825.39 1035.85
|
||||||
|
1383.44 4342.7 963.856
|
||||||
|
1575.01 4643.53 905.735
|
||||||
|
1591.74 4647.36 892.317
|
||||||
|
1562.5 4562.94 882.41
|
||||||
|
1508.65 4376.79 857.023
|
||||||
|
1442.85 4150.99 814.495
|
||||||
|
1403.76 4046.39 774.091
|
||||||
|
1387.07 4045.4 746.704
|
||||||
|
1376.06 4068.45 729.289
|
||||||
|
1375.1 4102.58 722.315
|
||||||
|
1376.12 4122.32 720.874
|
||||||
|
1372.79 4122.64 721.018
|
||||||
|
1365.29 4109.92 721.91
|
||||||
|
1358.54 4095.12 722.226
|
||||||
|
1352.95 4079.21 722.687
|
||||||
|
1341.48 4061.28 723.799
|
||||||
|
1318.37 4043.29 723.19
|
||||||
|
1308.65 4024.34 721.966
|
||||||
|
1298.96 4002.04 721.49
|
||||||
|
1274.84 3975.47 721.124
|
||||||
|
1246.16 3946.07 720.873
|
||||||
|
1226.22 3913.08 720.653
|
||||||
|
1205.43 3882.58 720.418
|
||||||
|
1203.15 3848.1 720.256
|
||||||
|
1201.97 3811.93 720.117
|
||||||
|
1195.93 3768.11 720.181
|
||||||
|
1180.14 3734.73 720.279
|
||||||
|
1168.51 3711.06 720.265
|
||||||
|
1169.95 3665.38 720.167
|
||||||
|
1169.04 3622.78 720.088
|
||||||
|
1160.59 3594.8 720.071
|
||||||
|
1168.27 3557.84 720.07
|
||||||
|
1192.31 3516.37 720.045
|
||||||
|
1214.41 3502.74 720.084
|
||||||
|
1229.32 3484.65 720.071
|
||||||
|
1241.74 3469.54 720.101
|
||||||
|
1243.2 3491.38 719.871
|
||||||
|
1224.53 3520.15 718.828
|
||||||
|
1217.8 3521.72 717.054
|
||||||
|
1218.84 3516.45 716.008
|
||||||
|
1219.6 3500.85 714.787
|
||||||
|
1223.8 3509.46 714.344
|
||||||
|
1219.78 3522.13 712.422
|
||||||
|
1232.39 3501.86 708.546
|
||||||
|
1242.02 3499.38 700.597
|
||||||
|
1255.24 3567.65 673.011
|
||||||
|
1312.02 3621.81 606.917
|
||||||
|
1353.36 3701.49 534.232
|
||||||
|
1362.92 3778.01 487.813
|
||||||
|
1364.45 3823.84 465.845
|
||||||
|
1364.08 3863.84 449.291
|
||||||
|
1361.74 3889.59 440.671
|
||||||
|
1362.01 3915.63 432.733
|
||||||
|
1359.44 3956.07 422.144
|
||||||
|
1358.65 4002.52 410.714
|
||||||
|
1358.59 4053.32 397.766
|
||||||
|
1349.9 4090.55 388.604
|
||||||
|
1343.81 4104.72 385.443
|
||||||
|
1336.85 4108.59 384.268
|
||||||
|
1328.75 4105.54 384.537
|
||||||
|
1324.8 4095.77 384.733
|
||||||
|
1300.47 4102.22 383.822
|
||||||
|
1290.95 4096.39 382.318
|
||||||
|
1267.99 4090.17 381.315
|
||||||
|
1254.22 4082.75 381.055
|
||||||
|
1253.4 4057.7 381.056
|
||||||
|
1261.03 4031.01 380.887
|
||||||
|
1264.12 4029.2 380.529
|
||||||
|
1251.96 4015.01 380.43
|
||||||
|
1257.25 4005.14 380.466
|
||||||
|
1246.26 4001.81 380.556
|
||||||
|
1251.99 3979.12 380.526
|
||||||
|
1244.33 3964.91 380.529
|
||||||
|
1234.52 3956.27 380.322
|
||||||
|
1236.45 3924.74 380.329
|
||||||
|
1235.8 3896.18 380.395
|
||||||
|
1237.91 3866.78 380.179
|
||||||
|
1229.38 3837.56 380.084
|
||||||
|
1226.87 3808.24 380.179
|
||||||
|
1229.97 3756.97 380.225
|
||||||
|
1248.68 3714.61 380.22
|
||||||
|
1251.74 3694.25 380.22
|
||||||
|
1245.04 3673.55 380.146
|
||||||
|
1248.97 3621.51 380.091
|
||||||
|
1236.05 3551.28 380.045
|
||||||
|
1225.47 3502.38 380.074
|
||||||
|
1213.89 3447.45 379.97
|
||||||
|
1204.52 3397.76 379.735
|
||||||
|
1194.18 3350.93 379.667
|
||||||
|
1173.27 3295.55 379.379
|
||||||
|
1132.58 3212.19 379.145
|
||||||
|
1105.98 3128.39 379.521
|
||||||
|
1074.75 3039.53 379.688
|
||||||
|
1049.66 2957.14 379.875
|
||||||
|
1021.06 2828.58 379.913
|
||||||
|
1004.37 2721.29 379.965
|
||||||
|
988.522 2637.81 380.034
|
||||||
|
974.086 2530.87 379.982
|
||||||
|
966.041 2429 379.953
|
||||||
|
962.995 2349.66 379.962
|
||||||
|
968.022 2271.92 379.938
|
||||||
|
969.933 2177.97 379.953
|
||||||
|
970.363 2101.47 379.976
|
||||||
|
960.63 2052.46 379.982
|
||||||
|
960.466 1992.99 380
|
||||||
|
957.2 1947.03 380
|
||||||
|
946.43 1911.47 380
|
||||||
|
932.491 1880.78 380
|
||||||
|
931.096 1841.98 380.001
|
||||||
|
929.48 1775.38 380
|
||||||
|
e
|
||||||
@@ -0,0 +1,153 @@
|
|||||||
|
994.088 2766.68 1060
|
||||||
|
1012.57 2799.17 1060
|
||||||
|
1039.51 2829.99 1060
|
||||||
|
1066.98 2846.21 1060
|
||||||
|
1102.31 2845.48 1060
|
||||||
|
1105.97 2841.27 1060
|
||||||
|
1112.37 2852.12 1060
|
||||||
|
1124.49 2852.25 1060
|
||||||
|
1124.33 2856.93 1060
|
||||||
|
1147.6 2859.54 1060
|
||||||
|
1164.64 2878.51 1060
|
||||||
|
1158.08 2863.58 1060
|
||||||
|
1191.39 2854.65 1060
|
||||||
|
1282.15 2919.6 1060
|
||||||
|
1294.78 2905.74 1060
|
||||||
|
1330.37 2910.2 1060
|
||||||
|
1384.19 2926.73 1060
|
||||||
|
1443.83 2956.71 1060
|
||||||
|
1494.98 2949.88 1060
|
||||||
|
1516.7 2988.93 1060
|
||||||
|
1494.95 2969.9 1060
|
||||||
|
1586.22 2950.11 1060
|
||||||
|
1606.01 2984.25 1060
|
||||||
|
1710.13 3065.44 1060
|
||||||
|
1677.44 3094.26 1060
|
||||||
|
1668.23 3137.24 1060
|
||||||
|
1701.75 3088.1 1059.99
|
||||||
|
1713.32 3098.6 1059.95
|
||||||
|
1687.52 3153.76 1060
|
||||||
|
1686.16 3185.92 1060
|
||||||
|
1604.29 3189.43 1060
|
||||||
|
1556.59 3207.73 1060
|
||||||
|
1739.93 3062.49 1060
|
||||||
|
1679.15 3093.07 1060
|
||||||
|
1624.76 3163.22 1060
|
||||||
|
1566.64 3156.02 1060
|
||||||
|
1536.53 3185.82 1060
|
||||||
|
1527.38 3205.64 1060
|
||||||
|
1524.68 3227.47 1060
|
||||||
|
1449.07 3224.39 1059.99
|
||||||
|
1399.87 3312.99 1028.01
|
||||||
|
1361.15 3473.04 958.405
|
||||||
|
1362.66 3599.87 902.931
|
||||||
|
1365.83 3719.7 850.505
|
||||||
|
1368.34 3808.68 812
|
||||||
|
1369.65 3870.44 784.989
|
||||||
|
1379.82 3893.8 774.773
|
||||||
|
1384.7 3906.7 769.287
|
||||||
|
1347.75 3971.84 743.449
|
||||||
|
1358.9 4081.15 725.868
|
||||||
|
1361.48 4084.54 722.774
|
||||||
|
1343.29 4078.72 726.249
|
||||||
|
1327.22 4087.47 727.057
|
||||||
|
1313.74 4105.83 722.29
|
||||||
|
1300.07 4117.88 720.037
|
||||||
|
1273.12 4097.98 720.163
|
||||||
|
1253.58 4074 720.141
|
||||||
|
1212.66 4044.7 720.165
|
||||||
|
1182.93 4008.69 720.141
|
||||||
|
1176.95 3974.1 720.146
|
||||||
|
1187.13 3931.24 720.017
|
||||||
|
1185.5 3890.66 720.014
|
||||||
|
1180.61 3854.24 720
|
||||||
|
1179.64 3810.76 720
|
||||||
|
1187.8 3767.08 720.009
|
||||||
|
1192.15 3710.71 720
|
||||||
|
1185.85 3667.78 720
|
||||||
|
1187.79 3646.28 720
|
||||||
|
1179.33 3604.37 720.019
|
||||||
|
1168.84 3560.43 720.031
|
||||||
|
1179.22 3511.83 720
|
||||||
|
1183.92 3497.46 720
|
||||||
|
1186.71 3468.84 720.102
|
||||||
|
1206.99 3441.08 720.015
|
||||||
|
1252.3 3431.73 720
|
||||||
|
1260.84 3407.71 720.051
|
||||||
|
1276.87 3412.61 720.015
|
||||||
|
1296.78 3429.82 716.968
|
||||||
|
1288.37 3450.02 708.76
|
||||||
|
1284.37 3507.1 699.051
|
||||||
|
1271.65 3494.38 690.308
|
||||||
|
1279.63 3489.42 688.245
|
||||||
|
1263.5 3464.05 688.992
|
||||||
|
1279.54 3469.76 690.625
|
||||||
|
1300.57 3462.9 683.808
|
||||||
|
1323.86 3500.56 664.477
|
||||||
|
1379.05 3517.59 598.894
|
||||||
|
1379.7 3583.16 570.23
|
||||||
|
1375.9 3642.24 544.426
|
||||||
|
1348.58 3713.02 513.581
|
||||||
|
1356.46 3780.29 484.519
|
||||||
|
1353.73 3834.32 461.319
|
||||||
|
1350.23 3896.57 435.579
|
||||||
|
1322.17 3955.79 423.897
|
||||||
|
1310.36 3962.12 417.263
|
||||||
|
1319.23 3974.76 418.798
|
||||||
|
1294.85 3982.26 417.602
|
||||||
|
1276.41 3999.51 411.689
|
||||||
|
1259.87 4021.36 402.155
|
||||||
|
1227.02 4042.55 393.961
|
||||||
|
1206.73 4044.44 388.848
|
||||||
|
1188.86 4047.95 384.502
|
||||||
|
1175.26 4036.68 380.254
|
||||||
|
1158.21 4028.5 380.102
|
||||||
|
1154.09 3996.93 380.099
|
||||||
|
1160.24 3953.34 380.068
|
||||||
|
1167.52 3909.73 380.043
|
||||||
|
1172.66 3853.43 380
|
||||||
|
1175.18 3810.37 380
|
||||||
|
1174.16 3768.06 380.054
|
||||||
|
1176.49 3734.77 380
|
||||||
|
1175.45 3694 380
|
||||||
|
1159.89 3677.21 380
|
||||||
|
1156.56 3610.52 380
|
||||||
|
1156.82 3570.95 380
|
||||||
|
1140.9 3518.16 380
|
||||||
|
1139.96 3474.79 380
|
||||||
|
1129.97 3451.55 380
|
||||||
|
1140.73 3411.67 380
|
||||||
|
1149.14 3374.47 380
|
||||||
|
1142.58 3324.41 380
|
||||||
|
1144.23 3258.43 380
|
||||||
|
1145.38 3215.06 380
|
||||||
|
1143.83 3118.67 380
|
||||||
|
1097.61 3063.03 380
|
||||||
|
1102.47 3002.3 380
|
||||||
|
1114.25 2970.26 379.999
|
||||||
|
1077.72 2857.83 380
|
||||||
|
1041.7 2773.6 380
|
||||||
|
1024.62 2761.42 380
|
||||||
|
1003.35 2696.38 380
|
||||||
|
1019.67 2642.49 380
|
||||||
|
1021.69 2600.31 380
|
||||||
|
1004.16 2584.91 380
|
||||||
|
1016.53 2530.24 380
|
||||||
|
1017.88 2474.16 380
|
||||||
|
1024.22 2394.65 380
|
||||||
|
1043.29 2291.83 380
|
||||||
|
1037.12 2262.09 380
|
||||||
|
1026.43 2212.3 380
|
||||||
|
997.029 2118.93 380
|
||||||
|
957.829 2017.09 380
|
||||||
|
956.899 1992.58 380
|
||||||
|
987.783 1850.14 380
|
||||||
|
963.748 1839.07 380
|
||||||
|
953.896 1845.59 380
|
||||||
|
947.938 1833.18 380
|
||||||
|
936.364 1838.57 380
|
||||||
|
930.963 1811.48 380
|
||||||
|
910.823 1827.18 380
|
||||||
|
913.722 1792.03 380
|
||||||
|
907.452 1812.21 380
|
||||||
|
e
|
||||||
@@ -0,0 +1,15 @@
|
|||||||
|
210 2880 1060
|
||||||
|
210 2880 1060
|
||||||
|
1140 2880 1060
|
||||||
|
1340 3180 1060
|
||||||
|
1340 3680 890
|
||||||
|
1340 4050 720
|
||||||
|
1141.08 4050 720
|
||||||
|
1141.08 3170 720
|
||||||
|
1340 3170 720
|
||||||
|
1340 3680 550
|
||||||
|
1340 4070 380
|
||||||
|
1140 4070 380
|
||||||
|
1110 3030 380
|
||||||
|
1160.04 1290 380
|
||||||
|
e
|
||||||
@@ -0,0 +1,16 @@
|
|||||||
|
set terminal eps size 3.4,2
|
||||||
|
set output 'bergwerk_path3_nexus_simple_interval4.eps'
|
||||||
|
set termoption dashlength 0.5
|
||||||
|
set ticslevel 0
|
||||||
|
set view equal xy
|
||||||
|
set zrange [0:2200]
|
||||||
|
set multiplot layout 1,1 scale 2.7,2.7 offset 0,0.23
|
||||||
|
set view 72,33
|
||||||
|
unset border
|
||||||
|
unset xtics
|
||||||
|
unset ytics
|
||||||
|
unset ztics
|
||||||
|
splot \
|
||||||
|
'floors.dat' skip 21 notitle with lines lc rgb '#777777', \
|
||||||
|
'path_bergwerk_path3_nexus_simple_interval4.dat' skip 21 notitle with lines lw 2.5 dashtype 2 lc rgb '#007700', \
|
||||||
|
'est_norm_bergwerk_path3_nexus_simple_interval4.dat' skip 21 notitle with lines lw 2.5 lc rgb '#000099', 'est_smooth_bergwerk_path3_nexus_simple_interval4.dat' skip 21 notitle with lines lw 2.5 lc rgb '#000000'
|
||||||
@@ -0,0 +1,3 @@
|
|||||||
|
plot \
|
||||||
|
'err_dist_norm_bergwerk_path3_nexus_simple_interval4.dat' with lines, \
|
||||||
|
'err_dist_smooth_bergwerk_path3_nexus_simple_interval4.dat' with lines
|
||||||
@@ -0,0 +1,3 @@
|
|||||||
|
plot \
|
||||||
|
'err_norm_bergwerk_path3_nexus_simple_interval4.dat' with lines, \
|
||||||
|
'err_smooth_bergwerk_path3_nexus_simple_interval4.dat' with lines
|
||||||
2297
tex/gfx/eval/interval_path3_good/floors.dat
Normal file
2297
tex/gfx/eval/interval_path3_good/floors.dat
Normal file
File diff suppressed because it is too large
Load Diff
15
tex/gfx/eval/interval_path3_good/path3.dat
Normal file
15
tex/gfx/eval/interval_path3_good/path3.dat
Normal file
@@ -0,0 +1,15 @@
|
|||||||
|
210 2880 1060
|
||||||
|
210 2880 1060
|
||||||
|
1140 2880 1060
|
||||||
|
1340 3180 1060
|
||||||
|
1340 3680 890
|
||||||
|
1340 4050 720
|
||||||
|
1141.08 4050 720
|
||||||
|
1141.08 3170 720
|
||||||
|
1340 3170 720
|
||||||
|
1340 3680 550
|
||||||
|
1340 4070 380
|
||||||
|
1140 4070 380
|
||||||
|
1110 3030 380
|
||||||
|
1160.04 1290 380
|
||||||
|
e
|
||||||
3688
tex/gfx/eval/interval_path3_good/path3_interval_good.eps
Normal file
3688
tex/gfx/eval/interval_path3_good/path3_interval_good.eps
Normal file
File diff suppressed because it is too large
Load Diff
95
tex/gfx/eval/interval_path3_good/path3_interval_good.tex
Normal file
95
tex/gfx/eval/interval_path3_good/path3_interval_good.tex
Normal file
@@ -0,0 +1,95 @@
|
|||||||
|
% GNUPLOT: LaTeX picture with Postscript
|
||||||
|
\begingroup
|
||||||
|
\makeatletter
|
||||||
|
\providecommand\color[2][]{%
|
||||||
|
\GenericError{(gnuplot) \space\space\space\@spaces}{%
|
||||||
|
Package color not loaded in conjunction with
|
||||||
|
terminal option `colourtext'%
|
||||||
|
}{See the gnuplot documentation for explanation.%
|
||||||
|
}{Either use 'blacktext' in gnuplot or load the package
|
||||||
|
color.sty in LaTeX.}%
|
||||||
|
\renewcommand\color[2][]{}%
|
||||||
|
}%
|
||||||
|
\providecommand\includegraphics[2][]{%
|
||||||
|
\GenericError{(gnuplot) \space\space\space\@spaces}{%
|
||||||
|
Package graphicx or graphics not loaded%
|
||||||
|
}{See the gnuplot documentation for explanation.%
|
||||||
|
}{The gnuplot epslatex terminal needs graphicx.sty or graphics.sty.}%
|
||||||
|
\renewcommand\includegraphics[2][]{}%
|
||||||
|
}%
|
||||||
|
\providecommand\rotatebox[2]{#2}%
|
||||||
|
\@ifundefined{ifGPcolor}{%
|
||||||
|
\newif\ifGPcolor
|
||||||
|
\GPcolorfalse
|
||||||
|
}{}%
|
||||||
|
\@ifundefined{ifGPblacktext}{%
|
||||||
|
\newif\ifGPblacktext
|
||||||
|
\GPblacktexttrue
|
||||||
|
}{}%
|
||||||
|
% define a \g@addto@macro without @ in the name:
|
||||||
|
\let\gplgaddtomacro\g@addto@macro
|
||||||
|
% define empty templates for all commands taking text:
|
||||||
|
\gdef\gplbacktext{}%
|
||||||
|
\gdef\gplfronttext{}%
|
||||||
|
\makeatother
|
||||||
|
\ifGPblacktext
|
||||||
|
% no textcolor at all
|
||||||
|
\def\colorrgb#1{}%
|
||||||
|
\def\colorgray#1{}%
|
||||||
|
\else
|
||||||
|
% gray or color?
|
||||||
|
\ifGPcolor
|
||||||
|
\def\colorrgb#1{\color[rgb]{#1}}%
|
||||||
|
\def\colorgray#1{\color[gray]{#1}}%
|
||||||
|
\expandafter\def\csname LTw\endcsname{\color{white}}%
|
||||||
|
\expandafter\def\csname LTb\endcsname{\color{black}}%
|
||||||
|
\expandafter\def\csname LTa\endcsname{\color{black}}%
|
||||||
|
\expandafter\def\csname LT0\endcsname{\color[rgb]{1,0,0}}%
|
||||||
|
\expandafter\def\csname LT1\endcsname{\color[rgb]{0,1,0}}%
|
||||||
|
\expandafter\def\csname LT2\endcsname{\color[rgb]{0,0,1}}%
|
||||||
|
\expandafter\def\csname LT3\endcsname{\color[rgb]{1,0,1}}%
|
||||||
|
\expandafter\def\csname LT4\endcsname{\color[rgb]{0,1,1}}%
|
||||||
|
\expandafter\def\csname LT5\endcsname{\color[rgb]{1,1,0}}%
|
||||||
|
\expandafter\def\csname LT6\endcsname{\color[rgb]{0,0,0}}%
|
||||||
|
\expandafter\def\csname LT7\endcsname{\color[rgb]{1,0.3,0}}%
|
||||||
|
\expandafter\def\csname LT8\endcsname{\color[rgb]{0.5,0.5,0.5}}%
|
||||||
|
\else
|
||||||
|
% gray
|
||||||
|
\def\colorrgb#1{\color{black}}%
|
||||||
|
\def\colorgray#1{\color[gray]{#1}}%
|
||||||
|
\expandafter\def\csname LTw\endcsname{\color{white}}%
|
||||||
|
\expandafter\def\csname LTb\endcsname{\color{black}}%
|
||||||
|
\expandafter\def\csname LTa\endcsname{\color{black}}%
|
||||||
|
\expandafter\def\csname LT0\endcsname{\color{black}}%
|
||||||
|
\expandafter\def\csname LT1\endcsname{\color{black}}%
|
||||||
|
\expandafter\def\csname LT2\endcsname{\color{black}}%
|
||||||
|
\expandafter\def\csname LT3\endcsname{\color{black}}%
|
||||||
|
\expandafter\def\csname LT4\endcsname{\color{black}}%
|
||||||
|
\expandafter\def\csname LT5\endcsname{\color{black}}%
|
||||||
|
\expandafter\def\csname LT6\endcsname{\color{black}}%
|
||||||
|
\expandafter\def\csname LT7\endcsname{\color{black}}%
|
||||||
|
\expandafter\def\csname LT8\endcsname{\color{black}}%
|
||||||
|
\fi
|
||||||
|
\fi
|
||||||
|
\setlength{\unitlength}{0.0500bp}%
|
||||||
|
\ifx\gptboxheight\undefined%
|
||||||
|
\newlength{\gptboxheight}%
|
||||||
|
\newlength{\gptboxwidth}%
|
||||||
|
\newsavebox{\gptboxtext}%
|
||||||
|
\fi%
|
||||||
|
\setlength{\fboxrule}{0.5pt}%
|
||||||
|
\setlength{\fboxsep}{1pt}%
|
||||||
|
\begin{picture}(3456.00,2014.00)%
|
||||||
|
\gplgaddtomacro\gplbacktext{%
|
||||||
|
}%
|
||||||
|
\gplgaddtomacro\gplfronttext{%
|
||||||
|
\csname LTb\endcsname%
|
||||||
|
\put(2112,4147){\makebox(0,0)[r]{\strut{}\footnotesize{filtered}}}%
|
||||||
|
\csname LTb\endcsname%
|
||||||
|
\put(2112,3927){\makebox(0,0)[r]{\strut{}\footnotesize{smoothed (BS)}}}%
|
||||||
|
}%
|
||||||
|
\gplbacktext
|
||||||
|
\put(0,0){\includegraphics{path3_interval_good}}%
|
||||||
|
\gplfronttext
|
||||||
|
\end{picture}%
|
||||||
|
\endgroup
|
||||||
4
tex/gfx/eval/interval_path3_good/startpoints_moved.dat
Normal file
4
tex/gfx/eval/interval_path3_good/startpoints_moved.dat
Normal file
@@ -0,0 +1,4 @@
|
|||||||
|
1210 470 1060
|
||||||
|
1060.18 4520 0
|
||||||
|
180 2970 1060
|
||||||
|
1070 470 1060
|
||||||
21
tex/gfx/eval/interval_path3_good/vis.gp
Normal file
21
tex/gfx/eval/interval_path3_good/vis.gp
Normal file
@@ -0,0 +1,21 @@
|
|||||||
|
set terminal epslatex size 2.4,1.4
|
||||||
|
set output "path3_interval_good.tex"
|
||||||
|
set termoption dashlength 0.5
|
||||||
|
set ticslevel 0
|
||||||
|
set view equal xy
|
||||||
|
set zrange [0:2200]
|
||||||
|
set xrange[0:2500]
|
||||||
|
set yrange[0:5000]
|
||||||
|
set multiplot layout 1,1 scale 3.1,3.1 offset -0.05,0.26
|
||||||
|
set view 78,33
|
||||||
|
unset border
|
||||||
|
unset xtics
|
||||||
|
unset ytics
|
||||||
|
unset ztics
|
||||||
|
|
||||||
|
|
||||||
|
splot \
|
||||||
|
'floors.dat' notitle with lines lc rgb '#999999', \
|
||||||
|
'path3.dat' notitle with lines lw 1.0 dashtype 2 lc rgb '#000000', \
|
||||||
|
'BS/est_norm_bergwerk_path3_nexus_simple_interval4.dat' skip 21 title "\\footnotesize{filtered}" with lines lw 1.0 lc rgb '#00FF00', \
|
||||||
|
'BS/est_smooth_bergwerk_path3_nexus_simple_interval4.dat' skip 21 title "\\footnotesize{smoothed (BS)}" with lines lw 1.0 lc rgb '#0000FF'
|
||||||
Reference in New Issue
Block a user