Research Article

Differentially Private Kernel Support Vector Machines Based on the Exponential and Laplace Hybrid Mechanism

Table 2

The performance of the DPKSVMEL algorithm on dataset Australian.

kɛSimilarityAccuracyAUC
MeanStdMaxMinMeanStdMaxMin

20.10.583.432.5485.9478.260.89630.02370.91880.8352
0.683.361.8486.0981.300.89880.00960.91480.8884
0.785.591.1587.6883.770.90770.02110.92680.8505
0.884.412.8887.2577.680.91620.01020.92770.8992
0.986.070.6387.3985.220.91350.01000.92460.8940

20.50.584.172.4787.1080.580.90410.01730.92660.8787
0.685.321.3587.2583.040.90960.01640.92970.8729
0.784.713.5987.8375.650.91630.01010.92810.8986
0.885.671.7487.9782.610.92200.00520.92970.9116
0.985.881.0287.1083.480.91880.01270.93240.8915

210.585.301.8386.8180.870.91710.00710.92610.9038
0.686.591.0088.1285.070.92580.00750.93700.9122
0.786.230.7887.6884.780.92260.00970.93170.8985
0.886.590.7987.5485.510.92950.00260.93380.9246
0.986.520.5687.3985.800.92870.00620.93720.9181

30.10.580.715.9286.6768.260.87760.04100.91870.7975
0.683.552.7286.9678.260.90230.01180.91740.8849
0.782.652.9186.2378.410.90870.01550.92400.8693
0.885.431.4887.1082.610.91300.01350.92710.8944
0.986.030.8887.3984.490.90780.01390.92230.8764

30.50.581.045.4986.5268.840.89870.01970.92280.8606
0.683.262.8786.5278.840.89940.01630.91750.8711
0.782.206.7387.8367.250.90720.01650.92770.8725
0.885.642.1487.5480.290.91530.01320.93180.8848
0.985.871.5087.1081.880.92240.00720.93240.9096

310.584.872.2887.2579.570.92290.00580.92970.9148
0.685.361.4286.9682.460.91580.00990.93160.8955
0.786.141.8287.5481.590.92300.00810.93610.9105
0.886.200.6187.1085.220.92620.00840.93680.9142
0.986.410.5787.2585.650.92830.00400.93380.9225