Zhou Xuan was not as talkative as Malcolm used to be, just looking out the window and thinking about things. This way the atmosphere in the cabin seemed a little silent, and John Hammond didn't know what to say.

Dr. Setler crossed his legs and secretly observed the situation from the cabin.

The old partner Dr. Grant next to him is not very good at this situation. He holds something similar to a dinosaur nail in his hand and keeps playing and killing time.

After John Hammond first introduced each other, he was not interested in saying anything. However, he kept a excited and smug smile on his face, as if he was expecting some expressions to appear after everyone saw his park.

Sitting directly opposite was lawyer Donald Kinarrow, who was stern and didn't speak, as if he had no common language with others.

When Dr. Setler saw Zhou Xuan sitting by the window, he couldn't help but feel a little curious in his eyes.

She and Dr. Grant were invited by John Hammond to endorse, but they were also serious experts. But when she saw Zhou Xuan, her eyes couldn't help but look inexplicable.

Black curly hair, cool sunglasses. She wore a black leather jacket on the outside and a black open-plate T-shirt on the inside. The skin exposed from the open-plate is very white, and the clothes are slightly bulging by the muscles. With a clear angular face, she can be called a handsome guy.

She felt that Zhou Xuan didn't look like a mathematician at all, but rather a star or a model.

But now she is idle, she smiled and asked Zhou Xuan.

"Dr. Malcolm, which part of mathematics are you good at?"

This attracted the attention of others, and their eyes fell on Zhou Xuan.

Zhou Xuan turned his head and looked at Dr. Setler in a daze. Unexpectedly, Dr. Setler would come to talk to him. He felt the eyes of others, and then thought for a while and replied.

"I specialize in chaos theory."

Mathematics is very broad and contains a lot of knowledge. Among them are mathematical analysis, advanced algebra, advanced mathematics, analytical geometry, differential geometry, advanced geometry, ordinary differential equations, partial differential equations, probability theory and mathematical statistics, etc. Chaos theory is not outstanding in mathematics, and most people may not have heard of it.

In the original work, Malcolm is a mathematician who is good at chaos. He talks about chaos. He was thinking about whether to pass it casually or answer it seriously. Perfunctory can indeed save a lot of trouble, but it will make everyone feel contemptuous.

This is not the result he wants, so he can only take it seriously.

When Dr. Setler heard the "chaotic theory", he couldn't help but frown.

"What is that?"

She really had never heard of the theory of Chaos Theory. She turned to look at Dr. Grant, but Dr. Grant looked confused.

Zhou Xuan recalled the discussion on chaos theory and patiently explained to Dr. Setler.

"Chaos Theory is a method that combines qualitative thinking and quantitative analysis, used to explore behaviors in dynamic systems that must be explained and predicted by a whole, continuous rather than a single data relationship. For example, population movement, chemical reactions, meteorological changes, social behavior, etc.."

"What I specializes in is the branch of chaos theory, chaos science."

Because he read a lot of books in the past, he also had a good understanding of chaos theory.

When Dr. Setler heard Zhou Xuan’s serious explanation, he spread his hands and smiled helplessly. She still couldn’t understand, maybe because she was not very sensitive to mathematics. But after hearing Zhou Xuan’s explanation, different expressions appeared on her face.

John Hammond turned his head and smiled at Dr. Setler, leaning on his hands.

"You must adapt to Dr. Malcolm, who suffers from the willfulness unique to mathematicians. He always likes to exaggerate and exaggerate the bizarre words of chaos."

Zhou Xuan waved his hand and interrupted John Hammond, and then said solemnly.

"No, John, that's what you're wrong. I'm not exaggerating, it's just that you don't know much about Chaos."

He looked at Dr. Setler and the others seriously and continued to explain patiently.

"Chaos Theory (chaos) was proposed by American meteorologist Edward Norton Laurenci in 1963. The diversity and multi-scale nature of nonlinear systems. Chaos theory explains the possibility of determining systems to produce [[random]] results. The greatest contribution of the theory is to obtain clear non-periodic results with simple models.

Chaos theory plays a significant role in research in meteorology, aviation and aerospace."

Since chaos theory was proposed in 1963, it has only been about thirty years since the current era. Chaos theory is quite fashionable in the mathematics community, but it is not well-known in the outside world.

Although Donald Kinaro couldn't understand what Zhou Xuan was saying, it did not prevent him from showing a proud look on his face. Zhou Xuan was brought by him, so he was naturally honored. These words sounded unsightly, and in comparison, Dr. Setler and Dr. Grant were much inferior.

When John Hammond heard this, his face also showed a thoughtful expression. He no longer sneered at the Hunlun Theory, as if he had some new understanding.

Dr. Setler and Dr. Grant had feelings and understood that Zhou Xuan was not an ordinary person. They no longer looked at Zhou Xuan from the outside, but began to really pay attention to it.

Zhou Xuan saw everyone's reaction, and couldn't help but smile on his face and continued.

"The Chaos Theory believes that in a chaotic system, the initial conditions change very slightly, and after continuous amplification, it will cause extremely huge differences in its future state. We can use a latest folk song circulated in the mathematics community to vividly explain this."

It was precisely because of this folk song that he became interested in chaos theory in his heart.

"This folk song says:

Lost a nail,

A hoof broke;

A broken hoof,

Break a war horse;

Injured a knight,

Lost a battle;

Lost a war,

A country was destroyed.”

This folk song made everyone think about things in the folk song, and they all imagined things in the folk song. Nails, hooves, war horses, knights, wars, empires, and those scenes seemed to be vivid in my mind.

Zhou Xuan stretched out his breasts and gestured to everyone.

"Whether a nail will be lost on the horseshoe is a very slight change in the initial conditions, but its "long-term" effect is the fundamental difference between the existence and death of an empire. This is the so-called "butterfly effect" in the military and political fields. The chaotic system responds faster to external stimuli than the non-chaotic system."

"Butterfly Effect" is also a word that people often hear in modern times. In fact, it is also part of the chaos theory.

Dr. Grant seized the key point and asked Zhou Xuan with interest.
Chapter completed!