Table 9.

Individual Parameter Estimates for the Best-Fitting Models in Experiment 2

P	Model	$T_{er}^2$	$T_{er}^3$	$T_{er}^4$	st	decay	c2	c3	c4	σ
1	A(3T; 1C; eS)	0.269	0.329	0.352	0.138	0	0.723	0.723	0.723	0.496
2	A(3T; 1C; eS)	0.228	0.280	0.306	0.150	0	0.785	0.785	0.785	0.534
3	A(3T; 1C; eS)	0.300	0.335	0.358	0.106	0	0.747	0.747	0.747	0.352
M	A(3T; 1C; eS)	0.266	0.315	0.339	0.131	0	0.752	0.752	0.752	0.461
5	A(1T; 1C; eS)	0.285	0.285	0.285	0.178	0	1.246	1.246	1.246	0.235

P		${\rho }_n^2$	${\rho }_l^2$	${\rho }_h^2$	${\rho }_n^3$	${\rho }_l^3$	${\rho }_h^3$	${\rho }_n^4$	${\rho }_l^4$	${\rho }_h^4$
1	A(3T; 1C; eS)	.738	.703	.867	.738	.750	.857	.688	.718	.899
2	A(3T; 1C; eS)	.730	.839	.850	.767	.778	.938	.774	.794	.968
3	A(3T; 1C; eS)	.745	.802	.839	.758	.793	.808	.785	.832	.892
M	A(3T; 1C; eS)	.738	.781	.852	.754	.774	.868	.749	.781	.920
5	A(1T; 1C; eS)	.672	.658	.726	.513	.525	.576	.418	.433	.524

Note. Individual parameter estimates for best-fitting model, according to BIC. Column labels match that of Table 6, except for: ${\rho }_{\lambda }^n$ = input strength at the λ level of bias (n = neutral; l = low; h = high) for the corresponding n number of alternatives. P = Participant number; M = Mean for participants 1 through 3.