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Quantile Regression on Scenario 2 n=10000

0.1008MSE (τ=0.05)ConquerNet
0.0980160.1168080.13560.154392May 7, 2026

Evaluation results

MethodLinks
ConquerNetModel=Model B, Kernel=Gaussian2026.050.10080.01520.0120.01870.1036
ConquerNetModel=Model B, Smoothing Kernel=Epanechnikov2026.050.10380.01460.01070.01730.1302
ConquerNetModel=Model B, Kernel=Uniform2026.050.10430.01490.01130.01820.1074
ConquerNetModel=Model B, Kernel=Epanechnikov2026.050.10490.01430.01160.02030.1154
ConquerNetModel=Model B, Smoothing Kernel=Gaussian2026.050.10850.0160.01190.01780.1144
ConquerNetModel=Model A, Kernel=Uniform2026.050.11360.01680.01370.0188—
ConquerNetModel=Model B, Smoothing Kernel=Uniform2026.050.11720.01510.01180.01750.1342
ConquerNetModel=Model A, Kernel=Epanechnikov2026.050.12270.01680.01370.01970.1233
BaselineModel=Model B2026.050.12540.01740.01420.02040.1302
BaselineModel=Model A2026.050.12850.02130.01570.02310.1723
ConquerNetModel=Model A, Kernel=Gaussian2026.050.13020.01520.01340.01870.1354
ConquerNetModel=Model A, Smoothing Kernel=Gaussian2026.050.13160.01760.01280.01930.1537
BaselineModel=Model B2026.050.13230.02020.01290.0220.1358
ConquerNetModel=Model A, Smoothing Kernel=Epanechnikov2026.050.1430.01620.01260.01910.1388
ConquerNetModel=Model A, Smoothing Kernel=Uniform2026.050.14570.0180.01280.01910.1467
BaselineModel=Model A2026.050.17040.02050.01450.02230.167