Research Article
[Retracted] Differentially Private Singular Value Decomposition for Training Support Vector Machines
| | Symbol | Description |
| | D, D′ | The adjacent matrix of datasets | | A, | Matrix of covariance | | . | Train instance | | . | Label | | Α | Dual vector | | Q | Symmetric matrix for kernel function | | K | Kernel function | | E | Vector composed entirely of ones | | C | Upper limit of α | | λi | Eigenvalue | | . | Eigenvector | | Γ | The accumulative contribution rate of principal components | | U, V | The singular vectors or eigenvectors matrix | | ∑, S | The singular values or eigenvalues diagonal matrix | | σi | Singular value | | I | Unit diagonal matrix | | M | A randomized mechanism | | O | All subsets of possible outcomes of mechanism M | | ɛ | Privacy budget | | β, δ | Privacy parameter | | S1, S2 | The and sensitivity of function | | Laplace(b) | Laplace noise (mean: 0; scale: b) | | N(0, τ2) | Gaussian noise with (mean: 0; deviation: τ) |
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