314159265359
domain: N
Appears in sequences
- Decimal expansion of Pi rounded to n places.at n=11A011546
- 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.at n=11A097486
- Nearest prime to Pi*10^(n-1).at n=11A247351
- Smallest prime >= decimal expansion of Pi truncated to n places (A011545).at n=11A276195
- Smallest prime that begins with at least n digits of Pi.at n=10A276199
- Primes in A011546.at n=3A282973
- a(n) is the smallest prime number whose representation contains as a substring the first n digits of Pi in base 10.at n=10A283247