Origins: Brain and Self Organization

By Karl Pribram | Go to book overview

FIGURE CAPTIONS
1. 1. Mode-to-Mean ratio of the FPTDF (3) vs. drift μ with noise variance (reading from top-to-bottom curves) D =0. 1,0.25,0.5 and (inset) vs. noise variance D for (reading from top-to-bottom curves) μ=0.1, 0.0625, 0.025. a =20 and q =0 for all curves.
2. 2. FPTDF (7) vs. normalized time t /T0 for q =0 cases (smooth curves) and q =0.03, with drift μ = 0.065 (solid curves) and 0.1 (dashed curves). a =20, ω=0.1, and D =0.2 for all curves.
3. 3. FPTDF peak heights vs. noise variance D corresponding to the density function (7) for peak numbers n =7, 6, 5, 4, 3 reading from left to right. a =20, q =0.04753, and ω=0.02 for all curves.
4. 4. FPTDF peak height of the n =4 peak vs. noise variance D for drift μ =0.085, 0.075, 0.065, 0.055 (top to bottom curves, observed at the maxima). a =20, q =0.0475, and ω=0.2 for all curves.
5. 5. FPTDF (7) showing increase in height of n =4 peak with decreasing noise variance. μ = 0.159 (critical value, see text) and D =1.0 (bottom curve), 0.06 (middle curve), and 0.012 (top curve). a =20, q =0.0475, and ω=0.2 for all curves.
6. 6. Height of the FPTDF (7) at the mode vs. noise variance for periodic stimulus amplitude q =O (bottom curve), 0.01 (middle curve), and 0.05 (top curve). A =20 and μ=0.065 for all curves.
7. 7. "Anti-resonant" behavior (see text) in the n =3 peak of the FPTDF. D =0.195 (dotted curve), 0.959 (solid curve; critical D as determined by (15)), and 2.702 (dashed curve). a=20, μ=0.065, and q=0.05 for all curves, and modulation frequency ω is set, via the condition tm =3T0, such that n =3 peak is the highest in each case.
8. 8. Signal strength S (ω) of the PSD for three modulation frequencies co, plotted as function of the noise variance D, with q =0.025 (top three curves), and 0 (bottom curves). ω = 0.12566 (solid curves), 0.16 (open circles), and 0.2 (dashed curves). A =20 and μ=0.2 for all curves.
9. 9. Signal strength S (ω) vs. drift μ for (reading the sets of curves from bottom to top) ω= 0.075, 0.1, 0.15, 0.2. Solid and dashed curves in each set correspond to q=0.025 and q=0 respectively. a =20 and D =1 for all curves.
10. 10. Ratios Tm/T0 (solid curves) for ω=0.075, 0.1, 0.15, 0.2 reading from bottom to top and tm/t 0 (dashed curve), vs. drift μ. The intersections yield locations of the maxima in figure 9. a =20, q =0.025, and D =1 for all curves.
11. 11. Signal strength S (ω) vs. μ for noise variance D =0.15 (solid curve), 0.5 (large dashes), 1.0 (dots), 2.0 (filled circles) and 4.0 (open circles). a =20, q =0.025, and ω=0.1 for all curves.

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