"import ti"
class SciFiRobot:
def __init__( self ): self.obstacle_detected = False..."
Lines of code rapidly erged with the rhythmic tapping of Qiao Ze's fingers.
Undoubtedly, Dou Dou had designed a body for itself with advanced visual perception and motion control capabilities, which allowed Qiao Ze to be more unrestrained in designing obstacle avoidance algorithms.
Although Qiao Ze had always thought he wasn't particularly skilled at programming, after looking at others' code, he decided to do it himself.
The task was not easy, as Dou Dou had designed too many complex sensors and control interfaces, and they used cross-computation to achieve more accurate positioning and control capabilities. Thus, in designing the algorithm, Qiao Ze had to consider more comprehensive factors.
Theoretically, the more complex a system is, the less reliable it becos.
Electronic systems perform excellently, but often aren't as reliable as the simplest chanical systems.
Fortunately for Qiao Ze, this was much simpler than contemplating those difficult problems in number theory.
Programming was hard, but not as hard as solving the series of problems brought about by Yang-Mills Theory.
It was a way to relax his mind.
During this ti, Su Mucheng was also relaxing.
Once a person finds a reason to let go, they lose the motivation to strive.
So, ever since Su learned the great use of the "average law," she lost the urge to continue studying ardently.
But her days beca more fulfilling.
With Qiao Ze's indulgence, Su began to learn boxing with Ying, and being of similar age, the girls would hang out together, go shopping and join in the fun...
Then they would co back and babble to Qiao Ze about the mundane affairs of life.
In Su's words, this was helping Qiao Ze experience the aspects of life he usually overlooked, expanding the breadth of his life experiences.
Upon hearing this explanation, Qiao remained very composed.
However, another group of people was also busily helping Qiao Ze broaden the breadth of his life, and most of them were in Europe.
...
As everyone knows, the European Organization for Nuclear Research CERN, located at the border between France and Switzerland in Europe, has been the world's largest particle physics laboratory since its establishnt in 1954.
It also has the world's most advanced Particle Collider.
From the operation of the 28 GeV proton synchrotron in 1959 to the Large Hadron Collider built on the foundation of the decommissioned Large Electron-Positron Collider in 2008, and until now, physicists from all over the world have experienced countless particle collisions and accumulated a mountain of complex data.
Without a doubt, this data holds trendous value—the analogy may not be polite, but it's like finding gold in feces.
The only issue is, with the current theories and technical analytical thods, extracting the gold from this mountain of feces could end up costing more than the value of the gold itself.
But this ti was clearly different.
Although the two colliders at CERN had been under maintenance and not operational for so ti, the several thousand physicists residing at CERN were recently busy validating the claim made in Qiao Ze's doctoral thesis.
Before they had the relevant tools, they were helpless with the data. But Qiao Ze's doctoral thesis provided them with an extrely effective ans of verification, which was the important phase transition equation given at the end of the paper: V = ∑_j (A_jB_j h.c.)
With this equation, what they needed to do was find data from the vast database that, when inserted, would satisfy the equation, combine it with data from the collisions at the ti, and once the collider was restarted, they would conduct repetitive collision experints. By comparing the new data obtained, they could ultimately prove whether Qiao Ze's results were correct.
Indeed, Qiao Ze had greatly simplified their work, but there was still a massive amount of data.
If the difficulty of finding related evidence without the phase transition equation was a hundred, then with the equation, it dropped to about fifty.
The task went from nearly impossible to one that could be completed as long as one was careful, diligent, and willing to invest in computational power.
So, everyone was busy during this ti.
Setting aside their original work, they each selected data segnts they thought most likely to yield results for verification with supercomputers, which beca their top priority.
Those who usually had good relations even started to collaborate with acquaintances. Everyone chose different data for individual analysis, and if they luckily ca up with results, they would publish papers together. This could increase the chances of success. After all, it wasn't unusual for a CERN paper to have an author list almost as long as the paper itself.
Yes, after completing his doctoral dissertation, Qiao Ze was now free and began to worry about so practical problems.
But thousands of physicists around the world were busy with his paper.
For Qiao Ze, solving the problem was just a way to win a million-dollar prize from the Clay Institute, but for these physicists, if Qiao Ze was right, it ant that in the future, they could use a mathematical theorem to construct the main frawork for describing the laws of nature.
And they could use Qiao Ze's thods to solve even more problems.
With the Yang-Mills Fields mass problem solved for the strong interaction, the theory ingeniously generated massive particles from massless building blocks. When Qiao Ze mathematically proved this, it ant that physicists could use this theory to explore the origin of the mass of hadrons.
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