P = PATH; path(P, 'C:\WINDOWS\Desktop\Belief Updating') % gretherdata.m -- version 1.0, 09 Jan 2001 % by Dan Benjamin % UCLA data (26 coherent subjects), by trial UCLA(1,:) = [ .24 .70 .25 .15 .90 .25 .12 .30 .50 .27 .25 .23 .75 .25 .77 .75 .15 .23 .31 .33 .30 .17 .20 .27 .69 .30 ]; UCLA(2,:) = [ .18 .00 .20 .20 .20 .25 .01 .10 .50 .35 .35 .17 .30 .80 .25 .30 .14 .10 .07 .11 .20 .85 .85 .05 .10 .17 ]; UCLA(3,:) = [ .10 .01 .10 .10 .00 .06 .00 .05 .50 .20 .10 .17 .65 .80 .15 .25 .13 .10 .03 .05 .05 .89 .15 .02 .16 .03 ]; UCLA(4,:) = [ .90 .70 .75 .75 .10 .94 .90 .95 .23 .85 .24 .83 .73 .85 .60 .85 .85 .96 .71 .77 .78 .87 .80 .85 .98 .85 ]; UCLA(5,:) = [ .98 1.0 .90 .90 .02 1.0 .97 .98 .77 .99 .88 .93 .90 .90 .85 .96 .90 .99 .85 .94 .97 .96 .98 1.0 1.0 .98 ]; UCLA(6,:) = [ .99 1.0 .90 1.0 1.0 1.0 1.0 .99 .77 1.0 .92 .95 .91 .95 .90 .96 .95 .99 .97 .95 1.0 .96 1.0 .99 1.0 .99 ]; UCLA(7,:) = [ .98 .20 .75 .20 .25 .25 .25 .40 .77 .55 .86 .25 .85 .25 .40 .70 .85 .65 .31 .65 .60 .87 .60 .78 .93 .72 ]; UCLA(8,:) = [ .08 1.0 .25 1.0 .00 .10 .10 .20 .50 .51 .14 .14 .25 .20 .30 .10 .11 .02 .26 .30 .18 .00 .30 .15 .50 .10 ]; UCLA(9,:) = [ .95 .65 .25 .65 .15 .10 .15 .30 .77 .49 .27 .25 .30 .40 .25 .80 .88 .15 .32 .40 .30 .92 .40 .90 .90 .29 ]; UCLA(10,:) = [.90 .25 .25 .25 .21 .15 .20 .35 .50 .60 .35 .28 .40 .45 .80 .25 .90 .71 .34 .30 .38 .80 .70 .93 .95 .27 ]; UCLA(11,:) = [.70 .90 .75 .65 .80 .85 .60 .65 .50 .60 .30 .73 .50 .55 .75 .74 .89 .53 .53 .57 .74 .50 .55 .80 .75 .85 ]; UCLA(12,:) = [.88 .90 .75 .80 .85 .94 .75 .80 .50 .75 .36 .86 .65 .75 .85 .85 .89 .64 .60 .68 .83 .93 .70 1.0 .95 .98 ]; UCLA(13,:) = [.99 .95 .75 .85 .87 .96 .85 .88 .50 .88 .54 .90 .85 .75 .89 .90 .89 .79 .72 .87 .90 .98 .75 .95 .99 1.0 ]; UCLA(14,:) = [.97 .00 .25 .00 .42 .35 .49 .85 .50 .25 .18 .49 .25 .35 .10 .36 .30 .33 .55 .20 .15 1.0 .25 .00 .70 .20 ]; UCLA(15,:) = [.99 .00 .15 .00 .10 .30 .40 .04 .50 .15 .18 .30 .20 .31 .10 .34 .30 .23 .20 .10 .05 .50 .20 .00 .10 .35 ]; UCLA(16,:) = [.99 .90 .75 .85 .82 .94 .90 .90 .50 .85 .90 .82 .85 .65 .50 .87 .90 .53 .85 .80 .86 .90 .65 .95 .88 1.0 ]; UCLA(17,:) = [.99 .80 .90 .85 .98 .97 .95 .98 .50 .91 .90 .87 .90 .85 .70 .90 .89 .69 .88 .86 .92 .95 .75 .98 1.0 1.0 ]; UCLA(18,:) = [.99 .30 .85 .50 .05 .97 .90 .94 .50 .85 .90 .80 .80 .50 .85 .24 .50 .51 .75 .75 .86 .50 .50 .10 .80 .90 ]; %median(UCLA') PCC(1,:) = [.65 .67 .72 .35 .35 .61 .68 .60 .60 .44 .60 .51 .50 .57 .70 .05 .61 .47 .75 .68 .10 .85 .90 .70 .45 .50 .95 .77 .35 .60 ]; PCC(2,:) = [.90 .43 .10 .87 .65 .51 .72 .99 1.0 .77 .75 .30 1.0 .72 .93 .15 .92 .76 .75 1.0 1.0 .89 .99 1.0 1.0 .75 .80 .29 1.0 .70 ]; PCC(3,:) = [.90 .78 .10 .76 .88 .47 .83 .88 1.0 .55 .88 .82 .99 .48 .72 .68 .98 .49 .49 .86 1.0 .81 .99 1.0 .90 .25 .85 .80 1.0 .65 ]; PCC(4,:) = [.90 .75 .95 .29 .35 .71 .35 .85 1.0 .18 .34 .87 .58 .95 .79 .31 .74 .99 .49 .90 1.0 .79 1.0 .70 .85 .67 .95 .88 .75 .35 ]; PCC(5,:) = [.90 .70 .10 .01 .28 .44 .33 .99 .90 .32 .36 .60 .99 .49 .90 .99 .94 .99 .49 1.0 1.0 .95 1.0 1.0 1.0 .33 .98 .93 1.0 .63 ]; PCC(6,:) = [.90 .60 .95 .50 .95 .48 .29 .85 .60 .50 .43 .38 .48 .55 .68 .20 .94 .49 .49 .77 1.0 .36 1.0 .20 .25 .50 .50 .83 .50 .50 ]; PCC(7,:) = [.75 .85 .85 .49 1.0 .50 .85 .70 .60 .80 .80 .83 .65 .55 .85 .09 .71 .49 .70 .90 1.0 .85 1.0 .50 .89 .90 .90 .73 .70 .60 ]; PCC(8,:) = [.85 .79 .95 .49 .99 .41 .81 .70 .60 .68 .78 .82 .70 .70 .85 .19 .71 .99 .70 .28 .75 .40 1.0 .50 .39 .85 .50 .73 .70 .60 ]; PCC(9,:) = [.95 .35 .50 .75 .99 .55 .79 .68 .50 .39 .62 .40 .85 .34 .80 .72 .66 .49 .49 .50 0 .50 0 .40 .50 .50 .30 .77 .40 .25 ]; PCC(10,:) = [.85 .44 .12 .75 .97 .60 .78 .58 .40 .23 .71 .25 .75 .65 .80 .50 .40 .99 .49 .45 0 .78 0 .40 .40 .40 .40 .70 .30 .25 ]; PCC(11,:) = [.90 .30 .50 .35 .71 .89 .50 .68 .80 .90 .75 .90 .70 .65 .80 1.0 .85 .99 .49 .94 1.0 .94 1.0 .85 .60 .75 .98 .85 .90 .75 ]; PCC(12,:) = [.85 .05 .05 .05 .71 .92 .46 .74 .85 .85 .59 .98 .95 .75 .83 .92 .92 .99 .49 .14 1.0 .95 1.0 .99 .95 .60 .95 .83 .95 .85 ]; PCC(13,:) = [.85 .65 .75 .95 1.0 .80 .55 .89 1.0 .95 .79 1.0 1.0 .85 .98 .95 .98 .99 .49 .90 1.0 .95 1.0 1.0 .90 .80 .25 .80 1.0 .98 ]; PCC(14,:) = [.80 .70 .35 .75 .50 .76 .64 .80 1.0 .57 .72 .98 .65 .75 .70 .95 .98 0 1.0 .35 1.0 .38 1.0 .05 .75 .60 .50 .55 .51 .50 ]; PCC(15,:) = [.40 .30 1.0 .91 .50 .69 .50 .37 .25 .36 .76 0 .10 .75 .42 .02 .31 0 .40 .30 0 .32 0 .15 .10 .20 .10 .21 .25 .27 ]; PCC(16,:) = [.45 .15 .99 .41 .50 .88 .63 .15 0 .10 .86 0 .01 .80 .46 .06 .09 0 1.0 .07 0 .10 0 0 .10 .25 .10 .10 0 .05 ]; PCC(17,:) = [.41 .80 .50 .83 .75 .95 .61 .53 .40 .75 .79 .03 .60 .45 .70 .13 .37 .01 .49 .88 .20 .36 0 .20 .15 .40 .50 .80 .40 .40 ]; PCC(18,:) = [.30 .80 1.0 .36 .88 .83 .70 .70 .60 .88 .76 .98 .95 .40 .90 .99 .71 .99 .51 .90 .75 .85 1.0 .80 .15 .60 .98 .80 .90 .90 ]; PCC(19,:) = [.90 .90 0 .46 .50 .99 .80 .82 .80 .99 .84 1.0 .99 1.0 .94 .96 .93 .99 1.0 .95 1.0 .96 1.0 .80 .95 .80 .98 .90 .95 .95 ]; %median(PCC') North(1,:) = [.60 .13 .40 .39 .36 .30 .49 .80 .60 .04 .42 .72 .38 .32 .47 .45 .45 ]; North(2,:) = [.63 .80 .97 .76 .62 1.0 1.0 .60 .75 .90 .95 .90 .85 .17 .98 .95 .25 ]; North(3,:) = [.70 .98 1.0 .95 .90 1.0 .90 .80 .95 .90 .99 1.0 1.0 .90 .99 .95 .90 ]; North(4,:) = [.27 .90 1.0 .75 .92 .85 .80 .75 .65 .80 .98 .40 1.0 .95 .97 1.0 1.0 ]; North(5,:) = [.45 .99 1.0 .99 .96 .93 1.0 .90 .90 .90 .99 .85 1.0 1.0 1.0 .98 1.0 ]; North(6,:) = [.77 1.0 1.0 .99 1.0 .88 .95 1.0 .45 .40 .58 .50 .53 .50 .70 .40 .50 ]; North(7,:) = [.90 .40 0 .40 .35 .40 .50 .50 .80 .20 .35 .20 .45 .25 .50 .20 .53 ]; North(8,:) = [.79 .08 0 .15 .22 .15 .48 .25 .40 .55 .40 .34 .88 .60 .47 .20 .45 ]; North(9,:) = [.46 .02 0 .10 .15 .10 .49 .10 .60 .70 .58 .60 .11 .40 .40 .85 .64 ]; North(10,:) = [.91 .08 0 .10 .28 .10 .50 .20 .85 .70 .66 .70 .68 .40 .46 .28 .65 ]; North(11,:) = [.30 .40 .40 .40 .44 .42 .90 .75 .25 .40 .35 .40 1.0 .75 .60 .98 .50 ]; North(12,:) = [.59 .40 .30 .40 .44 .43 .95 .30 .70 .80 .68 .25 1.0 .51 .70 .98 .50 ]; North(13,:) = [.25 .42 .80 .50 .56 .46 .02 .83 .10 .75 .72 .70 0 .10 .90 .98 .50 ]; North(14,:) = [.32 .05 0 .25 .28 .06 0 .17 .95 .10 .05 0 0 0 0 0 .57 ]; North(15,:) = [.73 .01 0 .10 .18 .06 0 .10 .15 .10 .05 .48 0 0 0 0 .25 ]; North(16,:) = [.20 .75 1.0 .55 .62 .64 .05 .20 .40 .45 .63 .70 0 .70 .75 .01 .15 ]; North(17,:) = [.74 .95 1.0 .60 .68 .78 .02 .88 .05 .90 .95 .90 1.0 .90 .95 .99 .30 ]; North(18,:) = [.30 .95 1.0 .70 .78 .69 0 .95 .70 .40 .49 .72 .09 .17 .75 .99 .10 ]; median(North')