Research Article

An Improved Measurement Error Model for Analyzing Unreplicated Method Comparison Data under Asymmetric Heavy-Tailed Distributions

Table 2

Simulated bias, sample standard deviation (SD), and root mean square error (RMSE) of ML for the STcT-MEM and SMEM.

λParameterSTcT-MEMSMEM
BIASSDRMSEBIASSDRMSE

2.5250.0010.0090.0090.0010.0100.010
−0.0020.0140.014−0.0050.0300.031
0.0030.0070.008−0.0150.0500.052
Log −0.0240.1800.182−0.1230.6220.634
−0.0090.3660.366
500.0000.0040.004−0.0010.0050.005
0.0000.0070.0070.0000.0140.014
−0.0030.0050.006−0.0150.0350.038
Log −0.0120.0830.084−0.0350.4730.474
−0.0010.1970.197
1000.0000.0020.002−0.0010.0030.003
0.0000.0040.0040.0000.0090.009
−0.0020.0030.004−0.0140.0240.028
Log −0.0040.0430.0430.0240.3330.334
−0.0080.1020.102

5250.0000.0080.0080.0010.0090.009
−0.0020.0120.013−0.0060.0290.029
0.0020.0030.004−0.0130.0490.051
Log −0.0130.0750.076−0.1290.6530.666
−0.0450.3930.395
500.0000.0040.0040.0000.0050.005
0.0000.0060.006−0.0010.0130.013
−0.0020.0020.003−0.0130.0330.035
Log −0.0080.0200.021−0.0220.5000.500
−0.0070.1670.168
1000.0000.0020.002−0.0010.0030.003
0.0000.0040.004−0.0010.0080.008
−0.0010.0010.001−0.0120.0230.026
Log −0.0040.0090.0100.0180.3530.353
−0.0040.0830.084

1025−0.0010.0080.0080.0010.0090.009
−0.0020.0120.013−0.0060.0290.029
0.0010.0010.001−0.0100.0490.051
Log −0.0080.0140.017−0.1590.6640.683
−0.0350.2640.266
50−0.0010.0040.0040.0000.0050.005
−0.0010.0060.006−0.0010.0130.013
−0.0010.0010.001−0.0100.0330.034
Log −0.0060.0060.008−0.0190.5100.510
−0.0120.1150.115---
100−0.0010.0020.002−0.0010.0030.003
−0.0010.0040.004−0.0010.0080.008
−0.0000.0010.001−0.0100.0230.025
Log −0.0050.0030.0050.0160.3620.362
−0.0150.0750.076