The problem here is that conventional mathematics uses a flawed (i.e., partially anti-symmetric [i.e., one divided by infinity is equal to zero and one divided by zero is undefined]) numerical system. The Riemann hypothesis should be provable when using Earth’s numerical system with the system’s zero approached from the positive direction (which is of greater magnitude than its positive infinity) in the place of the traditional infinity of the conventional Riemann zeta function.
Quote from: Earth’s set of all real numbers
Code:
ℝ = {0⁻, −∞, …, −1, …, −⅟∞, −0⁻, −0⁺, ⅟∞, …, 1, …, ∞, 0⁺}
Why is the link through Tor?
