Vol 10 Chapter 3836: The argument that shocked the world

"Familiar with: computer hacking technology, hydrogen energy extraction technology, hydrogen energy development technology, graphene extraction technology, nuclear fusion development technology, rocket thruster manufacturing technology, manned space technology..."
"The Fields Prize in Mathematics, the Nobel Prize in Physics, the Turing Prize in Computers, the Wolf Prize in Chemistry, the pioneers of computers will be...winners..."
A series of titles almost blinded Qin Luo's eyes.
In the past, Qin Luo would definitely stop and check, and enjoy the joy that this glory brings to him.
But now he has no time.
His most important task now is to prove the Birch and Swinnerton-Dale conjecture
Take a look at the statistic of the dominance: "The remaining dominance of the host: 6987512..."
Learning dominance +1...
Learning dominance +1...
The academic dominance is still rising.
And when the system was first obtained, Qin Luo must be known today.
He had already different deliberately to find ways to obtain hegemony, because with the spread of the statement, Qin Luo's influence became more and more, and his hegemony naturally increased.
One, ten, one hundred, one thousand, ten thousand, close to 7 million points of hegemony.
7 million academic dominance, this is his confidence!
With the academic dominance, you can prove any conjectures you want to prove.
Whatever problems you have, I can solve them.
"Exchange Birch and Swinnerton-Dale conjecture!"
After a while, Qin Luo's mind heard a long-lost system prompt.
"Ding, congratulations to the host for the successful exchange."
"Deduct 6 million academic dominance."
"Data is being transmitted, please pay attention to receiving the host..."
At the moment when the system prompt fell, a huge amount of knowledge poured into Qin Luo's head like a divine enlightenment.
There is no dilapidated headache like many novels say.
The whole process is natural.
When Qin Luo opened his eyes again, the argumentation process of Birch and Swinnerton-Dale's conjecture appeared in his mind.
Qin Luo exhaled and started writing!
Problem statement
Hypothesis: The Taylor expansion form of L(C,s) when s=1 is [L(C,s)=c(s-1)^r]+higher-order term c≠0, r=(C(Q) ).
In particular, this conjecture asserts that L(C, 1)=0⇔C(Q) is infinite
...
...
One line, two lines, three lines...
Seven lines, eight lines, nine lines...
Almost in the blink of an eye, Qin Luo's argument was filled with the entire whiteboard!
But Qin Luo's movements didn't stop at the slightest.
While he was writing, his eyes were already on the whiteboard next door.
After a while he moved to continue writing.
One, two, three...
Time passed by every minute.
Almost in the blink of an eye, nearly half an hour has passed.
In this nearly half an hour, everyone's eyes have never left Qin Luo from the moment Qin Luo started writing.
They stared at Qin Luo, to be precise, at the marker in Qin Luo's hand.
Under their gaze, one formula after another was born under Qin Luo's pen!
Their eyes also changed from blank faces, to thoughtful, from thoughtful, to clear faces.
At this moment, they had a strong hunch in their hearts. This time, Qin Luo might really be able to prove the Birch and Swinnerton-Dyer conjectures that have plagued the number theory world for decades.
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