They clung to this point and belittled Jiang Cheng's theory from different angles.
This kind of attack is really tricky, because it's hard for Jiang Cheng to refute their words.
He didn't say anything practical, he just used some imaginary things to belittle his theory, so Jiang Cheng couldn't directly refute the other party's words. He can't convince everyone just by talking about the value of his theory.
Value is a very idealistic thing. Everyone has a different opinion. You can't make others believe it just by talking about it.
Only when you come up with something practical can you convince everyone of the value of your thing.
Jiang Cheng cannot catch everyone and tell them that my theory is very valuable and will have a great impact on the future.
No one can predict what will happen in the future, so Jiang Cheng cannot immediately prove the value of this theory.
If Jiang Cheng wants to completely refute those people's views, he can only provide enough evidence to prove the correctness of his theory.
At that time, the value of this theory will naturally appear in front of everyone.
If his theory is verified, those people's words will be self-defeating and he will completely win this argument.
Unfortunately, this theory is not easy to verify. It has always been difficult for humans to study dark matter, and many experiments are quite troublesome to do.
In the field of thorough observation, it has always been difficult for humans to use experiments to completely prove a theory, and dark matter is no exception.
Even if Jiang Cheng personally designed some ingenious experiments that could prove his theory from the side, it would still take a certain amount of time to complete these experiments.
Now Jiang Cheng has left all these experiments to Yang Qianqian, so even if he wanted to be anxious, he couldn't.
Jiang Cheng would have to wait for a while before he could slap those people hard on the face.
The reason why those physicists dare to jump out and attack Jiang Cheng is because they understand that the theory of dark matter is difficult to prove.
They were not afraid of being slapped in the face by Jiang Cheng's experiments, so they dared to jump out unscrupulously. If they knew that the experiments had been designed now, they might not dare to say those words so blatantly.
Although Jiang Cheng could not directly refute their words, he could tell everyone one thing.
History will always prove the value of this kind of thing, but it often takes a long time to wait.
Jiang Cheng quickly made a public speech in response to those who doubted him.
He wants everyone to believe that those who say this theory has no value are wrong, and that history will prove him right, and that day will come soon.
I am here to tell a mathematical story. This story is about a great mathematician.
Lobachevsky, the great mathematician, discovered Lobachian geometry, which is also non-Euclidean geometry.
Roche's geometry was completely different from the geometric system at that time, and even overturned the original geometric system.
At that time, he received the same treatment as me. All mathematicians did not agree with his theory and believed that his theory was of no value to the development of mathematics.
Even many mathematicians at the time were slandering him, saying that he had been fantasizing about unrealistic things.
History is always strikingly similar, and today I was faced with the same candidate as him.
The Lobachevsky Jiang Cheng was talking about was a mathematician from the Xiong Kingdom, and what he suffered back then was similar to what Jiang Cheng suffered.
Lobachevsky originally discovered that the fifth axiom of Euclidean geometry was too complicated. It did not look like a complete axiom at all, but seemed like a prerequisite.
The fifth axiom of formal geometry says that there is only one straight line that passes through a point outside the straight line and is parallel to the known straight line.
This is what everyone learned when we were studying, and it is also called the parallel axiom.
Lobachevsky made an assumption at that time that there are at least two straight lines parallel to the known straight line through a point outside the straight line.
Then a complete geometric system was deduced through this assumption, and this geometric system was called Roche geometry.
This geometric theory does violate many people's cognition, because wherever you can see this kind of imagination, it is just a fantasy.
Therefore, Lobachevsky was indifferent to the entire mathematical community at that time, and no one recognized his theory at all.
It is because Euclidean geometry is too deeply rooted in people's hearts that Lobachevsky's theory violates the old geometric system.
However, in the end it was proved that Roche geometry is equivalent to Euclidean geometry on the unit circle.
This is actually just caused by the difference in curvature, and both of them are actually correct.
In the end, time gave Lobachevsky justice, but he had already been dead for many years.
Jiang Cheng was questioned by everyone just like him, not even one person agreed with his point of view.
However, his experience was much worse than that of Jiang Cheng. He was directly persecuted by others because of his theory, and he lost his job at the university.
And no one dares to do this to Jiang Cheng in reality, attacking his theory is already the limit.
Jiang Cheng is better than Lobachevsky, just because his power is too huge, so huge that the physicists can't do anything to him.
Considering Jiang Cheng's current status, it would be nice if he didn't persecute others because of academic matters. Who would have to persecute him in his turn? If he wanted to target the physicists who questioned him, it would be a very easy thing.
As long as Jiang Cheng spreads word that he will deal with them, someone will naturally come to trouble them soon, and it will be very simple for them to lose their jobs.
However, Jiang Cheng didn't want to do this. He believed that academic matters should stay academic, and it would be boring to involve other things.
So while he was waiting for the experiment to be completed, he could only express his grievances in this way.
By the way, he is also expressing his dissatisfaction with Lobachevsky's treatment back then. He hopes that more people can know about this great mathematician and how much contribution he has made.
When Lobachevsky was alive, he did not see the day when his theory was recognized.
He passed away with infinite regret, but time proved his greatness and gave him a fair treatment.
"In the end, history has given him enough time to prove that he made a huge contribution to the development of mathematics.
So I want to say here that history will prove it one day, because history is the fairest.
"Those who question me are just the same as those who opposed Lobachevsky.
“They will one day be proven to be ignorant fools, and I believe that day is coming soon.
"When the time comes, I will slap them in the face with the facts and let them know what the price will be."
(End of chapter)