Hafner-Sarnak-McCurley Constant

Hafner–Sarnak–McCurley constant is a mathematical constant that determines the probability of two randomly chosen square integer matrices are relatively prime. Its value is approximately equal to 0.3532363. Its given by the formula


D(n) = _k=1π^∞{ 1 - [1 - _j=1πⁿ ( 1 - (p_k)^-j))]²}

Hafner–Sarnak–McCurley constant is a mathematical constant that determines the probability of two randomly chosen square integer matrices are relatively prime. Its value is approximately equal to 0.3532363. Its given by the formula


D(n) = _k=1π^∞{ 1 - [1 - _j=1πⁿ ( 1 - (p_k)^-j))]²}