FORMULAS DE FRACTALES

f (zn) = zn+1= z3n+ c ,

z(n+1) = fn(z(n)*z(n))

fn+fn(pix)
c=z(0)=
z(n+1)=sin(z)+p*sqr(c)
fn*fn
z(0)=
z(n+1)=sin(n)*sqr(n)
fn*z+z
z(0)=z(n+1)=p1*sin(z(n))*z(n)+p2*z(n)
sqr(fn)
z(0)=z(n+1)=sin(z(n))2
sqr(1/fn)
z(0)=z(n+1)=(1/sin(z(n))2
fn+fn
z(0)=
z(n+1)=p1*sin(z(n))+p2*sqr(z(n))
spider
c(0)=z(0)=z(n+1)=z(n)2+c(n);
c(n+1)=c(n)/2+z(n+1)
tetrate
z(0)=c
z(n+1)=cz(n)
manowar
c=z1(0)=z(0)=z(n+1)=z(n)2+z1(n)+c; z1(n+1)=z(n)