problem: Summary review

This commit is contained in:
Manos Katsomallos 2021-10-25 02:31:59 +02:00
parent 8ad8456861
commit 271341603c

View File

@ -1,8 +1,8 @@
\section{Summary} \section{Summary}
\label{sec:lmdk-sum} \label{sec:lmdk-sum}
In this chapter, we presented \emph{{\thething} privacy} for privacy-preserving time series publishing, which allows for the protection of significant events, while improving the utility of the final result with respect to the traditional user-level differential privacy. In this chapter, we presented \emph{{\thething} privacy} for privacy-preserving time series publishing, which allows for the protection of significant events while improving the utility of the final result compared to user-level differential privacy.
We also proposed three models for {\thething} privacy, and quantified the privacy loss under temporal correlation. We proposed three schemes for {\thething} privacy, and quantified the privacy loss under temporal correlation.
Furthermore, we present three solutions to enhance our privacy scheme by protecting the actual temporal position of the {\thethings} in the time series. Furthermore, we designed a module to enhance our privacy notion by protecting the actual timestamps of the {\thethings}.
We differ the experimental evaluation of our methodology to Chapter~\ref{ch:eval} we experiment with real and synthetic data sets to demonstrate the applicability of the {\thething} privacy models by themselves (Section~\ref{sec:eval-lmdk-sel}) and in combination with the {\thething} selection component (Section~\ref{sec:eval-lmdk}). We differ the experimental evaluation of our methodology to Chapter~\ref{ch:eval} we experiment with real and synthetic data sets to demonstrate the applicability of the {\thething} privacy models by themselves (Section~\ref{sec:eval-lmdk-sel}) and in combination with the {\thething} selection component (Section~\ref{sec:eval-lmdk}).
%Our experiments on real and synthetic data sets validate our proposal. %Our experiments on real and synthetic data sets validate our proposal.