Bertram's Conjecture

Bertram's Conjecture is a mathematical hypothesis related to number theory, particularly concerning prime numbers. It suggests that among all prime numbers, those that are greater than 2 can be expressed as the sum of two prime numbers in an infinite number of ways. In simple terms, it posits that for any large enough prime, you can find many pairs of primes that add up to it. This idea is significant because it explores the patterns and relationships within prime numbers, which are fundamental in mathematics and have implications in fields like cryptography and computer science.