A relationship between Pi and the Mandelbrot set. a(n) = number of iterations of z^2 + c that c-values -0.75 + x*i go through before escaping, where x = 10^(-n). Lim_{n->inf} a(n) * x = Pi.
A097486
A relationship between Pi and the Mandelbrot set. a(n) = number of iterations of z^2 + c that c-values -0.75 + x*i go through before escaping, where x = 10^(-n). Lim_{n->inf} a(n) * x = Pi.
Terms
- a(0) =3a(1) =33a(2) =315a(3) =3143a(4) =31417a(5) =314160a(6) =3141593a(7) =31415927a(8) =314159266a(9) =3141592655a(10) =31415926537a(11) =314159265359
External references
- oeis: A097486