The discussion centers on whether physicists should learn mathematical proofs, particularly in the context of advanced fields like general relativity and quantum field theory. While some argue that understanding proofs is essential for deeper comprehension and innovation in physics, others contend that memorizing mathematical results is sufficient for practical application. The time spent on learning proofs may delay progress in grasping complex theories, leading to a debate on the balance between rigorous understanding and efficient learning. Ultimately, the necessity of proofs varies depending on the physicist's focus, with theoretical physicists potentially benefiting more from a solid mathematical foundation. The consensus suggests that while proofs may not be strictly necessary, they can enhance understanding and problem-solving skills in physics.