[See the pinned comment for a reading guide]
In this world, humans have three paths to immortality. Other people can just say, "A good wind gives me the strength to soar," and actually take flight.
But Ji Shuangning, a first-year mathematics student, transmigrated into this world only to be targeted by a water ghost who wanted to take over her body.
At the critical moment, Ji Shuangning awakened a mathematics System.
So what should she do when monsters and demons launch a powerful attack?
Let me take the square root first!
After that, even the strongest moves feel like a tickle.
*
The Great Zhou Dynasty is beset by internal and external troubles. The four calamities of demons, monsters, spirits, and ghosts cling to the dynasty like parasites. The northern demon clans wage war year after year, the demon clans to the east look on hungrily, and spirits run rampant within the realm as ghost fires flare everywhere.
The dynasty has weathered one storm after another, and even its most powerful figures are worried sick as the nation's fortunes dwindle by the day.
That is, until they meet Ji Shuangning...
Question: What do we do about the high cost of teleportation arrays?
Ji Shuangning calmly sets up a coordinate system! From then on, teleportation is no longer a headache.
Soon, goods flow freely throughout Great Zhou, and the people live in peace and prosperity. Every northern expedition strikes like a force sent from heaven, catching the demon clans completely off guard.
Soldiers and civilians alike sing Ji Shuangning's praises.
Question: How do we deal with the demon clans' hard shells and armor?
Ji Shuangning invents differential calculus to ease your worries. Is there really anything stronger than my differential division rule?
No matter how tough the demon clans' skin and armor, they still fall to calculus. Ji Shuangning solves a problem that has plagued Great Zhou for thousands of years, earning glory and distinction beyond compare.
*
Years later, someone asks Ji Shuangning, "How did you become so powerful?"
Ji Shuangning, who has long since reached the peak, glances down at them and replies coolly, "Have you ever heard of mathematics?"
According to the official historian of Great Zhou:
During the Jiaping era, when the four calamities of demons, monsters, spirits, and ghosts ran rampant, Marquis Boyang Ji Shuangning quelled them single-handedly and prolonged the dynasty's reign.
She opened a fourth path to immortality for humanity:
Mathematics!
Theme: Master math and science, and you can go anywhere without fear
Personally, I understand that the essence of differential calculus is not in "division" (because in actual problems differentiation is just a process, and the final result still has to be accumulated back), but in "differentiability must be continuous". If I were to design it, the differential attack would be a move that is particularly sensitive to "discontinuities" (i. E. Flaws), that is, "seeing through" rather than simply breaking armor.
The lane positioning on the fourth day was very good, as a support. I felt so sad when I saw that it would end on May Day! I will write more extras and stories that will take place in the future.
It was discovered. Shuang Ning doesn't know about it yet. The risk factor for the next sneak attack is extremely high.
The differential is indeed powerful, and the consumption is also very large. The fourth demon prince is dead, will the demons use this as an excuse to invade?
Are there any conditions for using differentials?
Weaken the local attack power and start the update. If you open the update continuously, won't it become infinitesimal? Are there any restrictions on the use of this skill?
Does long-distance space transmission require a unified coordinate system to be realized through vectors?
The transmission is about to begin. I really want to see it soon. The open source military and civilians will definitely be surprised.
[Guide to reading this article]
1. Non-traditional fairy tales, low-demon world.
2. Mathematics appears more in the form of a tool in the hands of the heroine. The main plot is about the heroine entering and exiting.
Personally, I understand that the essence of differential calculus is not in "division" (because in actual problems differentiation is just a process, and the final result still has to be accumulated back), but in "differentiability must be continuous". If I were to design it, the differential attack would be a move that is particularly sensitive to "discontinuities" (i. E. Flaws), that is, "seeing through" rather than simply breaking armor.
The lane positioning on the fourth day was very good, as a support. I felt so sad when I saw that it would end on May Day! I will write more extras and stories that will take place in the future.
It was discovered. Shuang Ning doesn't know about it yet. The risk factor for the next sneak attack is extremely high.
The differential is indeed powerful, and the consumption is also very large. The fourth demon prince is dead, will the demons use this as an excuse to invade?
Are there any conditions for using differentials?
Weaken the local attack power and start the update. If you open the update continuously, won't it become infinitesimal? Are there any restrictions on the use of this skill?
Does long-distance space transmission require a unified coordinate system to be realized through vectors?
The transmission is about to begin. I really want to see it soon. The open source military and civilians will definitely be surprised.
[Guide to reading this article] 1. Non-traditional fairy tales, low-demon world. 2. Mathematics appears more in the form of a tool in the hands of the heroine. The main plot is about the heroine entering and exiting.
Familiar people (name of person)