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For a 1-dimensional lateral feedback network consisting of N=11 neurons, assuming that the feedback factor alpha =7; the bipolar ramp function saturation threshold S=50; the parametric values of the Mexican hat function has a center excitatory region of width 2a+1=5 and height b=0.06, and an inhibitory region of width Ma=3 and height c=0.04 on two sides. At iteration k-1: Given y1=0.0000; y 2=0.1916;y3=0.3455;y4=0.6545,y5=0.9045,y6=1.2957,y7=0.9045, y8=0.6545,v9=0.3455, v 10=0.1916, y 11=0.0000. Show the step-by-step calculation to obtain the values of the outputs y1 to y11 at iteration k to determine the maximum output at iteration k and type the maximum value rounded to 4 decimal places