meanDP | R Documentation |
This function computes the differentially private mean of a given dataset at user-specified privacy levels of epsilon and delta.
meanDP(
x,
eps,
lower.bound,
upper.bound,
which.sensitivity = "bounded",
mechanism = "Laplace",
delta = 0,
type.DP = "aDP"
)
x |
Dataset whose mean is desired. |
eps |
Positive real number defining the epsilon privacy budget. |
lower.bound |
Scalar representing the global or public lower bound on values of x. |
upper.bound |
Scalar representing the global or public upper bound on values of x. |
which.sensitivity |
String indicating which type of sensitivity to use. Can be one of {'bounded', 'unbounded', 'both'}. If 'bounded' (default), returns result based on bounded definition for differential privacy. If 'unbounded', returns result based on unbounded definition. If 'both', returns result based on both methods \insertCiteKifer2011DPpack. Note that if 'both' is chosen, each result individually satisfies (eps, delta)-differential privacy, but may not do so collectively and in composition. Care must be taken not to violate differential privacy in this case. |
mechanism |
String indicating which mechanism to use for differential
privacy. Currently the following mechanisms are supported: {'Laplace',
'Gaussian', 'analytic'}. Default is Laplace. See |
delta |
Nonnegative real number defining the delta privacy parameter. If 0 (default), reduces to eps-DP. |
type.DP |
String indicating the type of differential privacy desired for the Gaussian mechanism (if selected). Can be either 'pDP' for probabilistic DP \insertCiteMachanavajjhala2008DPpack or 'aDP' for approximate DP \insertCiteDwork2006bDPpack. Note that if 'aDP' is chosen, epsilon must be strictly less than 1. |
Sanitized mean based on the bounded and/or unbounded definitions of differential privacy.
Dwork2006aDPpack
\insertRefKifer2011DPpack
\insertRefMachanavajjhala2008DPpack
\insertRefDwork2006bDPpack
D <- stats::rnorm(500, mean=3, sd=2)
lb <- -3 # 3 std devs below mean
ub <- 9 # 3 std devs above mean
meanDP(D, 1, lb, ub)
meanDP(D, .5, lb, ub, which.sensitivity='unbounded', mechanism='Gaussian',
delta=0.01)
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