How It All Made Sense!

The core of Strong BSD Conjecture Proof appeared on the big screen:

analytic rank≥2,Gauss conjecture in quadratic ...h(D)＞1/55(ln∣D∣)∏(1-2√p/p+1)...L(E,s)∏p(1-ap/p^s+p/p^2s)^-1→L(E,s)=c(s-1)^r+High-Order Items!

Academician Su Wenxie said, "There's one point I can't explain. Under the condition analytic rank≥2, the distribution of rational points on an Elliptic Curve doesn't necessarily follow your proof's approach. You went in a roundabout way, and it looks fancy, but it seems you've ended up back at the original problem: points with rational coordinates don't satisfy the Local-Global Principle. So, Professor Ou, I think some details in your approach are worth examining."

At Academician Su's words, the other members of Shuimu University's mathematics team nodded one after another. Their eyes fixed intently on Ou Ye as belief and doubt, affirmation and negation, all mingled together.

Xiao Huang felt a jolt of tension. The question Academician Su had raised was both tricky and crucial.

Right, Teacher Ou. How do you explain that the distribution of rational points on an Elliptic Curve absolutely follows the approach you set out?

Xiao Huang had certainly studied Strong BSD Conjecture Proof, but studying it didn't mean she could necessarily understand it thoroughly.

Explaining Strong BSD Conjecture Proof demanded an exceptionally high level of mathematical ability.

Although Zhao Tian, Xiao Yun, and Zeng Han were the three authors of Strong BSD Conjecture Proof, even they couldn't fully explain every detail of the paper. They were just along for the ride; all they had to do was sit back and cheer on the big shots.

This mathematics seminar between Yan University and Shuimu University seemed to have turned into a thesis defense for Ou Ye's research group.

Anyone who had attended a thesis defense knew that the faculty panel began by assuming you could pass and receive your degree and diploma.

On that basis, the panel would