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. 2023 Jul 17;122(16):3299–3313. doi: 10.1016/j.bpj.2023.07.007

Table 2.

Gaussian mixture model fits to instantaneous velocity distributions

Experiments Basic model Best-fit model
Central peak, nm/s (%) −18 (65) 127 (53) −8 (93)
Plus-end peak, nm/s (%) 98 (23) 587 (6) 452 (0.5)
Minus-end peak, nm/s (%) −204 (11) −334 (41) −319 (6.5)
Residual sum of squares (RSS) 3.93 × 10−5 2.76 × 10−6

Experimental data from Feng et al. (34) include N = 30 traces, and basic and best-fit models both include N = 1000 traces. Percentages are the relative integrated weights of each mode. Fits used the “fitgmdist” function in MATLAB with three Gaussians having initial values of 0, 500, and −300 nm/s. RSS values denote the residual sum of squares between the probability density functions each model and the experimental data.