Reviewed ou2018optimal
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		@ -274,6 +274,22 @@ private and eligible for publishing.
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The authors compare their design with that of~\cite{chen2012differentially} and~\cite{he2015dpt} by running several tests, and ascertain that it outperforms them in terms of data utility.
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However, due to DP-Star's privacy budget distribution to its different phases, for small values of $\varepsilon$ the framework's privacy performance is inferior to that of its competitors.
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% An Optimal Pufferfish Privacy Mechanism for Temporally Correlated Trajectories
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% - microdata
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% - finite (sequential)
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% - batch
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% - dependence (temporal)
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% - local
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% - event
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% - differential privacy
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% - perturbation (randomized response, Laplace)
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\hypertarget{ou2018optimal}{Ou et al.}~\cite{ou2018optimal} designed \emph{FGS-Pufferfish} for publishing temporally correlated trajectory data while protecting temporal correlation.
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FGS-Pufferfish transforms a user's daily trajectories into a set of sine and cosine waves of different frequencies along with the corresponding Fourier coefficients.
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Then, it adds Laplace noise to the Fourier coefficients' geometric sum. 
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The authors obtain the optimal noisy Fourier coefficients by solving the constrained optimization problem via the Lagrange Multiplier method depending on the available privacy budget. 
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They evaluate both the location data utility and the temporal correlation utility.
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The experimental evaluation shows that FGS-Pufferfish outperforms CTS-DP~\cite{wang2017cts} in terms of the trade-off between privacy and location utility.
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\subsection{Infinite observation}
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\label{subsec:micro-infinite}
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@ -422,7 +438,7 @@ Last but not least, the technique requires the calculation of the temporal priva
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% ON-OFF Privacy in the Presence of Correlation
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% ON-OFF Privacy Against Correlation Over Time
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% - microdata
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% - infinite
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% - infinite (sequential)
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% - streaming
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% - dependence
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% - event
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