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\begin{document}
\title{Differential Privacy using Quasi-Borel Spaces}
\author{Michikazu Hirata}
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\begin{abstract}
This entry formalizes differential privacy using quasi-Borel spaces.
In general, differential privacy is discussed using measurable spaces.
Sato and Katsumata showed that quasi-Borel spaces are also applied
to formulate differential privacy~\cite{Sato_Katsumata_2023}.
We formalize basic definitions and properties of differential privacy
using quasi-Borel spaces,
and show two examples: randomized response and the naive report noisy max algorithm.
\end{abstract}
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