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Quantile Regression on Scenario 2 (n=5000)

0.143MSE (τ=0.05)ConquerNet
0.1377120.1734060.20910.244794May 7, 2026

Evaluation results

MethodLinks
ConquerNetModel=Model B, Kernel=Gaussian2026.050.1430.02370.01950.02840.1835
ConquerNetModel=Model B, Kernel=Uniform2026.050.14450.02150.0180.03180.1884
ConquerNetModel=Model B, Kernel=Epanechnikov2026.050.16820.02350.01790.02680.1823
ConquerNetModel=Model B, Smoothing Kernel=Uniform2026.050.17060.02160.01760.02410.2239
BaselineModel=Model B2026.050.17320.02570.01780.030.1966
ConquerNetModel=Model B, Smoothing Kernel=Gaussian2026.050.180.02460.01550.02450.2157
BaselineModel=Model B2026.050.18470.02610.02050.03350.2108
ConquerNetModel=Model A, Kernel=Epanechnikov2026.050.19070.02650.02320.03020.2563
ConquerNetModel=Model A, Kernel=Uniform2026.050.20.0240.02090.03530.2544
ConquerNetModel=Model A, Kernel=Gaussian2026.050.20760.0260.02230.03080.2394
ConquerNetModel=Model B, Smoothing Kernel=Epanechnikov2026.050.21510.02630.01590.02890.1802
ConquerNetModel=Model A, Smoothing Kernel=Gaussian2026.050.22020.02760.01690.02730.2598
BaselineModel=Model A2026.050.2290.03150.02440.03540.2551
ConquerNetModel=Model A, Smoothing Kernel=Uniform2026.050.23080.02860.01810.02750.2586
ConquerNetModel=Model A, Smoothing Kernel=Epanechnikov2026.050.24150.02840.01770.02650.2492
BaselineModel=Model A2026.050.27520.02750.02220.03080.2747