Page 522 (1/2)

Chapter 521: Zhang Ye the Mathe path?

The world'spath?

Huang Lingling secretly bit her tongue thinking that Teacher Zhang was really reckless and brave to say so like this!

All of the other mathematicians had already wanted to beat him up, especially the American team and its youth participants They had never before seen someone as conceited as this!

Louis couldn't stand to hear anylish

The American team translator then explained in Chinese, "Teacher Louis says that he would like to hear how you propose this be solved! If the whole world has been wrong, then do you have the correct way to prove it? We are all ears if you have one!" After translating, even the translator was shaking her head and laughing

But Zhang Ye is, "Elliptic curves and modular forms"

Louis, as ready to rebuke him, was suddenly shocked by what he heard His eyebrows raised up as he speedily processed what he just heard and said, "Modular forms?"

Xin Ya was also taken aback

The park visitors looked doubtfully at each other, not really understanding as going on

Although they could not understand as being said, the other mathematicians could understand They had really not taken into consideration the possibility of Zhang Ye's thoughts applying to Dale's Conjecture all these years Or perhaps so caht in regards to solving this conjecture Some of these mathematicians were not even familiar with the modularity theorem as the number of mathematicians who specialized in it were rarer than rare!

What did he mean?

Does he know about the modularity theorem?

Xin Ya was in disbelief, but also for the first ti Ye's claie of these s that a Chinese department teacher should be able to say and this made her heart beat an extra few tiuy really know math?

Han Henian frowned even more and wondered if this was a bluff?

The others also felt that Zhang Ye was just boasting and had probably over-boasted this ti claims had also invoked everyone's curiosity and they had now turned their eyes onto the writings on the whiteboard

Zhang Ye did not bother responding to the on

(n+1)³-3n=n³+3n²+1

(n+1)³-3n²=n³+3n+1

(n+1)³-n³=3n²+3n+1

n³+3n²+1≠(n+1)³

n³+3n+1≠(n+1)³

3n²+3n+1≠(n+1)³

n=1,2,3,4,5

n³+3n²+1=5≠1

n³+3n+1=5≠1

3n²+3n+1=7≠1

The scope of the writings on the first whiteboard covered all sorts of random topics

Louis had a look at it and shook his head

Xin Ya also blinked a few ti Ye had juo straight to the calculations at the back? Where were the calculations in front? Where were the other calculational rules?

Zhang Ye quickly filled the first whiteboard with his writings and then pushed it away He pulled a nehiteboard over and continued writing without pausing to think at all!

This second whiteboard was different froh it was a totally separate topic fro other theorems and even wrote a corollary! Many of the mathematicians were marveled by the theore Ye was doing!

Han Henian said in a stunned manner, "What is this?"

A old Chinese professor said, "Why is he solving the functional equation for?"

A fedom praised, "The Chinese really have such a concealed talents Even areat master in mathematics hidden!"

Another French ot to do with Dale's Conjecture? It totally unrelated, so why is he writing all these reasonings for?"

Before anyone knew it, the nu No one bothered going to another country's display booth to check out their problems anymore All the focus was on the American team's display booth as they discussed in whispers with each other and occasionally took out pens to verify the equations

Wu Zeqing was s on the ongoings

Up until now, although the lay and even though theso corollaries for reasons unknown to the University Chinese depart understood Mathematics well!

The Chinese matheYe of cheating His face was burning as though he had been slapped in the face until it ollen When he re Ye had questioned hi mathematician froze and just felt like he should leave the venue immediately!

Because this person really did not cheat!

He had really calculated that five-figured multiplication mentally!

Why were they so sure this time? It was needless to say! Why would a person who could just raise his hand and start stating corollaries that no one had even atte on a mere multiplication problem?! Even a fool would know that it was impossible! That person could not have resorted to such a low move! Nor would he even need to! Even if the calculation for a five-figured multiplication was complex, it wouldn't pose a proble the peripheral of the crowd of the park visitors, the feuredin disbelief What was Zhang Ye calculating right now? She could not understand it at all, but observing the gazes of all the other ly accused Zhang Ye just now! Even accused hi about it, the fereen with sha how disgraceful she raceful?

Froraceful!