Using properties of factorials and the prime factorization of to get lower and upper bounds on the number of primes less than a number
Sylvester improved the idea to get better bounds. But can we reach prime number theorem along these lines?
Using properties of factorials and the prime factorization of to get lower and upper bounds on the number of primes less than a number
Sylvester improved the idea to get better bounds. But can we reach prime number theorem along these lines?