Mathematics
Bertrand Hypothesis and Ramanujan Prime Numbers
The French mathematician Bertrand (1822-1900) formulated the conjecture that for every positive integer \(n\) there is always at least one prime number \(p\) such that \[ n \lt p \le 2n \] This conjecture was proved by the Russian mathematician Chebyshev (1821-1894). In this article we will illustrate the proof found by the Read more…