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y′(x)=y(x)F(x−y(x)y(x))+y(x) ✓ Mathematica : cpu = 0.414467 (sec), leaf count = 274
Solve[∫1y(x)(−F(x−K[2]K[2])xK[2]−∫1x−−F(K[1]−K[2]K[2])K[2]−2(−K[1]−K[2]2K[2]3/2−1K[2])K[2]F′(K[1]−K[2]K[2])−1(−2K[2]F(K[1]−K[2]K[2])+K[1]−K[2])2dK[1]+2F(x−K[2]K[2])2+K[2]F(x−K[2]K[2])+xx(−x+K[2]+2F(x−K[2]K[2])K[2]))dK[2]+∫1x1−2y(x)F(K[1]−y(x)y(x))+K[1]−y(x)dK[1]=c1,y(x)] ✓ Maple : cpu = 0.112 (sec), leaf count = 40
{ln(y(x))2−∫x1y(x)−y(x)(2F(_a)−_a)−1d_a−_C1=0}
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