\section{Location Accuracy}

\gls{gps} precision of the \gls{ue} is volatile and in our sample data set varies between 3-1784 meters. Since the location is used for mapping data points in the signal map, points with higher accuracy should have higher priority than lesser ones.

\begin{figure}[H]

\lstinputlisting[style=matlab_script]{presentation_visualization/position_weights.txt}
\caption{Weight algorithm written in Matlab used for applying weights based on \gls{gps} accuracy. \label{matlab_weights}}
\end{figure}

The weight algorithm used for prioritizing data points with higher accuracy is described in figure \ref{matlab_weights}.


\input{graphs/std_data_cells_weight}

After the weight algorithm has been applied there is a slightly lower number of cells that does not conform to the \gls{std} intervals, seen in figure \ref{std_data_cells_weight}.

%weight system for data points depending on their accuracy which is provided from the stored database.