Bohr–Landau theorem

The Bohr-Landau theorem, formulated by Harald Bohr and Edmund Landau, concerns the conditions under which the Riemann zeta function equals zero. This function is crucial in number theory, particularly for understanding the distribution of prime numbers. Lev Landau, a renowned theoretical physicist, also collaborated with Bohr on mathematical concepts, though his primary contributions were in quantum mechanics and condensed matter physics. The Bohr-Landau theorem is a significant result in analytic number theory, focusing on the distribution of zeros of the zeta function.12