For the example that gave the result (17), calculate approximately the probability that the fractional deviation from equilibrium N1 is 1010 or larger Take N1 N2 1022 You will find it conversion to use an asymptotic expansion for the complementary error function When x 1, 2xexp(x2)xexp (l2) dt 1 sm...

For N 1 N 2 17 becomes Where x 2N 1 ...

For the example that gave the result (17), calculate approximately the probability that the fractional deviation from

Question:

For the example that gave the result (17), calculate approximately the probability that the fractional deviation from equilibrium δ/N1 is 10–10 or larger. Take N1 = N2 = 1022. You will find it conversion to use an asymptotic expansion for the complementary error function. When x >> 1,

2xexp(x2)∫∞xexp (–l2) dt ≈ 1 + small terms.