"Two is a very interesting number."
"The Taoists say, ’Taiji gives birth to the two principles, the two principles give birth to the four symbols. The two principles are the initial form of the developnt of everything in the world. There is also the saying, ’the Tao gives birth to one, one gives birth to two, two gives birth to three, and three gives birth to everything.’ Two is the transition stage of all things."
"Actually, the anings are similar. Two is an important transition in the evolution of everything..."
Zhao Yi thinks hard and quickly shakes his head. He realizes that his thoughts are straying. What he studies is a mathematical problem, not Taoism, philosophy, and the like. "In mathematics, 2 is the only even pri number."
"The number 2 has always existed. Pri numbers are just a definition by mathematicians, but many rules and contents related to pri numbers indeed involve the number 2."
"Twin pri numbers refer to a pair of pri numbers, why not three, five? Why only two?"
"The Goldbach Conjecture splits even numbers into sums of two pri numbers. Pairing them up indeed produces wonderful effects."
"Designing an algorithm to search for pri numbers, the first speed to be tested is two. Two is the smallest unit. Regardless of whether it is a sieve thod or sothing else, it will exclude the most numbers."
"This has to do with computers being based on ’binary’, but the reason why binary is simple, and most easily distinguished by chanics, is because two is a basic number..."
Zhao Yi follows this line of thought.
Most of the content is aningless, but viewed together, the number ’2’ is indeed very fascinating.
He suddenly frowns thinking, "Considering the Goldbach Conjecture, with the thod of combining pri numbers in pairs, will there be sothing wonderful about 2 to the power of N?"
"So pri numbers can be combined into 2 to the power of N, while others cannot."
"3, 5, can; 7, cannot."
"So, will there be sothing wonderful about 2 to the power of N?"
Zhao Yi is thinking and feels that he might be missing sothing. ’2 to the power of N’, is just ’4, 8, 16, 32...’, one of the number patterns. There’s nothing special about it when he thinks carefully, so he simply gives up on further thoughts and instead re-examines the mathematical structure of his initial particle boundary theory.
The reason why his previous research did not progress could be largely due to the incomplete basic structure. Without basic support, any kind of thinking is useless. He thinks that he should add so content or continue to refine it.
He carefully studied the part of the mathematical structure and found that indeed, so content could be added or improved, but the significance of this work is not huge.
At the sa ti, the thoughts about the number ’2’ and ’2 to the power of N’ were still lingering in his mind.
He unconsciously started re-examining the energy structure of the photon. Zhao Yi, relying on the boundary theory of particles, established the energy boundaries of the particles, but only the photon was most complete as it is much simpler compared to the other examples, very common, and its characteristics are clear.
However, it cannot be said that the energy structure of the photon is completely defined. He has probably only completed about 80 percent. The remaining 20 percent cannot be completed with the current research.
During the continuous examination of the photon’s energy structure, Zhao Yi was also looking for information related to ’2 to the power of N’. He quickly found a place that deserved attention—
The pri number arrangent in the energy points at the edge of the photon seed to skip over the position of ’2 to the power of N’.
For example, the initial position 11-15.
Then, 41-47.
Then, 73-91.
When it jumped to three-digit numbers, it was in the 400-500 interval. It seed to ’dodge’ and jump over the ’2 to the power of N’ position. The positions afterwards need to be calculated by function.
Zhao Yi decisively started to calculate seriously. He quickly listed all the intervals below six digits and found that all the energy point arrangents avoided the position of ’2 to the power of N’.
"Could it be a coincidence?"
"Perhaps it is..."
Thinking so, he continued listing numbers and spent about ten minutes listing the subsequent seven-digit intervals, but they still skipped over the ’2 to the power of N’ position.
From the perspective of nurical probability, the significance of this finding is not big because the numbers in the seven-digit intervals cumulatively only occupy about three percent of all intervals. Therefore, it is normal for an interval not to include the number ’2 to the power of N’.
"Is it really just a coincidence? Or is there so particular relationship?" Zhao Yi pondered for a long ti, but was unable to draw a conclusion. To continue further verification, each interval node would require a lot of effort, because it involves extensive calculation, and ambiguous values are taken midway. Additionally, it is difficult for a computer thod to continue the verification.
Zhao Yi reluctantly chose to give up for the ti being. When he laid in bed after dinner, the problem was still lingering in his mind.
The next morning, the dical Science Center held a groundbreaking ceremony.
Zhao Yi, as the core person of ’the invested’, definitely had to attend the groundbreaking ceremony of the dical Science Center. He stood with Yan Xuelin and the general manager of the Wucheng Pharmaceutical Factory, cut the red cloth with a pair of scissors, and later accepted an interview from the dia at the press conference.
He confird a piece of news, "From now on, my laboratory will be located in the dical Science Center, and I will serve as the Chief Researcher."
"The director of the dical Science Center will still be Director Yan. I will be just a researcher, responsible for the work of the laboratory."
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