I Know Everything Chapter 132
Advertisement
Chapter 132
Chapter 132: Chen Huan Proposition .
Chen Huan practically live in the computer room in the Shui family home due to checking information about ‘Fermat’s Theorem’ and avoiding people that came to harass Lu Xiaofeng .
It was the same tonight but just when Chen Huan was prepared to sleep after taking his shower, he noticed he received an email at his phone .
Chen Huan opened it to check it and saw it was in English .
“Nice to meet you Mr . Chen . ”
After opening it, Chen Huan directly went to the bottom to see it was written by, “Ivan Devries . ”
He finally wrote back!
It had been a week since and Chen Huan didn’t receive a reply . He thought that Devries didn’t look at his email at all and wondered if he should use an international mail express .
“Dear Mr . Chen, hello!
I’ve already received the email you sent November 15th .
The reason I haven’t written back is because I could greatness from your conjecture so I have been concentrating on studying it with a few friend for these past days .
We have reached many things we were unable to comprehend in this conjecture, maybe the thinking is too abstract so we still have many question about this model .
If you have more in-depth ideas on this conjecture, you are welcome to further to discuss and research it with us .
In any case, we felt that your theoretical conjecture is a weapon that could be used to prove ‘Fermat’s Theorem’ and what we need to do is to continue to work hard and use this conjecture to get closer to success!
I’m looking forward to your reply . You can contact me on my email, xxxxxx, it’s my private email and I guarantee I wouldn’t miss it .
Ivan Devries . ”
Advertisement
He did it!
Chen Huan grew excited as he read the email on his phone .
His greatest worry was that Professor Devries took his email as a joke and didn’t carefully read it .
Young people always had a lot of wild thought but it was proven to be generally whimsical thoughts and it didn’t have much use while providing little inspiration to scientist .
But Devries turned out to be indeed a very avid researcher of ‘Fermat’s Theorem’ as he was unwilling to let go any potential clues .
In this world, only Chen Huan knew that they would be able to prove ‘Fermat’s Theorem’ smoothly as long they continued their research based on this conjecture .
However, it might take five years or even ten years .
Chen Huan couldn’t wait that long .
Although as long ‘Fermat’s Theorem’ was proved, Chen Huan’s name would surely be recorded in history but it would only be a small contribution .
Chen Huan needed more credit .
Of course, with this ‘Chen Huan conjecture’ alone, he would be eligible to apply for an admission to the mathematic course in major universities .
But getting an direct admission only was a waste of the complete proof of ‘Fermat’s Theorem’ .
Chen Huan didn’t expect his 16 years old self to monopolize the credit of proving ‘Fermat’s Theorem’ but he must lay the foundation so to a make a logic path for them to follow until the end .
At that time, his wish of entering the country’s top university and become its top student would be realized .
So he went to the computer and started to write a reply .
He could write emails on his cell phone but some special symbols and charts needed to be done with a computer .
…
An hour later, at 5pm London time .
Devries just left a meeting and went back to his office . He made some coffee and opening his email as he drank it .
Advertisement
He immediately became excited when he saw an email coming from ‘China, Chen Huan’ .
He put down his coffee and opened it .
“Dear Mr . Devries, Greeting!
Thank you for your reply . Thank you for not treating me as a regular high schooler and take me as a joke .
Regarding the conjecture that I put forward, it wasn’t something I just thought of but something I came up for more than a year .
I believe that the prove of this conjecture actually needs a prerequisite that is if we assume that ‘Fermat’s Theorem’ is not true, then there will be a set of non-zero integers A, B, C, so that…
If this proposition can be proved, then my conjecture isn’t true and it also proves that my conjecture is a theorem while ‘Fermat’s Theorem’ is true!
Unfortunately, my mathematical calculation ability hasn’t reached that level yet but I want to prove that proposition and I hope you can give me some guidance in the following process so I can get one step further to it!
Chen Huan . ”
Chen Huan’s email made Devries widened his eyes and lean closer to the computer as if he was completed intoxicated by it .
Devries had been looking at the screen a long time as his brain started to turn overdrive and think about Chen Huan’s proposition .
Positive proof and negative proof were both ways to proof a great equation .
Chen Huan’s proposition was to prove it in another way .
If ‘Fermat’s Theorem’ wasn’t established, it proved that Chen Huan’s conjecture of ‘elliptic curves on the rational number field are all modular curves’ was wrong .
So if they could prove that Chen Huan conjecture, they could also prove that ‘Fermat’s Theorem’ was true!
It would be completely correct from that point of view .
Moreover, the proposition proposed by Chen Huan already had a very complete equation which could only be done after a lot of hard work .
Now all they had to do was to follow Chen Huan’s thinking and prove that ‘Chen Huan’s proposition’ was correct .
Although it was possible for Chen Huan’s proposition and conjecture to be wrong, there had been too many errors like this in the past hundred years so it didn’t matter if there were two more .
But if he and the others could prove that ‘Chen Huan proposition’ and ‘Chen Huan conjecture’ were correct, it would be a great news to all the mathematician in the world!
Because proving ‘Fermat’s Theorem’ would be just around the corner!
Finding solution of ‘Fermat’s Theorem’ was the lifelong wish of Devries!
For this wish, Devries was willing to try again even if it was going to be a failure .
Not to mention that Devries saw a very complete and novel idea from Chen Huan’s email so his experience told him that this path was likely to be correct!
He looked at the time and it was almost 6pm .
Devries stood up from his chair .
He was going to meet some old friend and discuss ‘Chen Huan’s proposition’ with them .
He probably wouldn’t be able to take a good rest tonight .
With the mindset of ‘I can’t be the only one excited’, Devries strode out of the office with great strides!
Advertisement
- In Serial19 Chapters
Innocent Bet
Summer Rich. Just your typical 16 year old girl, just a little more rich. Not popular, but not unknown either. Cheerleader, but not a snob or stuck up. Not shy but not really outgoing either, she's an Ambivert. Not smart but is an Honors student. She's basically average. Luke Matthews. Popular, cocky, arrogant, bad boy, all of the above 17 year old boy. Basketball player, the best on the team. Has an attitude with everyone except hot girls. He's also super smart. Everyone looks up to him like he's a king. Summer and Luke's friends all come together to make a bet on who is gonna have the other wrapped around their fingers. They both agreed to it, whoever loses has to twerk to a song the other person selects during half time.
8 74 - In Serial43 Chapters
Long Sleeves are my Friend [Complete]
Emilia Stone is a Junior in high school who is just trying to get through her year. She struggles with her day to day life with first having her mother leave unexpectedly and an abusive father and brother. She has never wanted friends after the incident and feels she can never trust anyone. She has built up her walls over the years and will never let them break. Until an event happens that makes her meet Alexander Jones.What will happen to these two when their worlds collide? Everyone has their problems and issues, right? Stories will get told and secrets come out. But will it help or hurt them in the end? Find out in this story about a girl and a boy.***TRIGGER WARNING*** For mature audiences.Contains sensitive themes such as Self-harm, abuse, violence, cussing, and sexual scene. This is your warning.|~* I do NOT promote any, disorders, self-harm, abuse or violence in this story *~|I hope my description is good enough to capture your attention but if you don't like my book, don't read it. I'm not forcing you and I'm not looking to become famous. or anything and PLEASE don't copy my book. I'm just making this because the idea popped into my head. So please don't leave hate comments they will be deleted. I do, however, accept constructive criticism. Okay bye Hope you enjoy :)[Under editing]#4 in Romance (10/1/18)#107 Teenfiction (10/23/18)#7 Teenfiction (12/5/18)
8 107 - In Serial28 Chapters
The Silent Queen
~Sequel to The Silent Princes~ Hyrule has been re-built, and Zelda is now Queen, but when the pressures of ruling Hyrule gets to her head, Link suggests that they take a trip around Hyrule to take her mind off things. A journey full of laughter and jokes is bound to cheer the young Queen up.As always, Nintendo owns the characters and places used. I don't own the front cover, and if the artist would like me to take it down, please let me know and I will happily do so.
8 129 - In Serial26 Chapters
Beautiful ➳ Neil Perry.
based on the 1989 film 'dead poets society', a neil perry love story.
8 184 - In Serial20 Chapters
Shivers (BoyXBoy)
Winter Howe, is rich, young, and pretty smart.. That is unless you count the fact that he is easy to trust strangers, such as a tall dark and mysterious man, Axel Keeler. Whom seems to give Winter the attention he's always wanted, but never got with in his big family. What'll Winter do when Axel isn't exactly who he seems to be?
8 217 - In Serial37 Chapters
Balance(Bakugo x fem! Avatar reader)
The Avatar has vanished from the history of the world.When a girl enters the world containing the powers of this legend.She will be sent out to "fix the world"But no one can do it all on their own.When the responsibility of the world's balance falls on one's shoulders,One tends to forget to maintain the balance within.When she meets another imbalanced individual...They will bring balance to each other.************Started: Jun 9, 2019Ended: (DISCLAIMER: These events will not be 100% accurate. So don't come at me please.)j
8 181

