Dakshin Bhartiya Empire, Vijayanagar state, capital city - Hampi.
Vijay is still unaware of the impending danger approaching from the Middle East as the quest for a unified syllabus continues.
Vijay and the scholars continued their discussion on the mathematics syllabus, having already extracted useful content from the academic works of the great scholar Baudhayana. Now, they turned their attention to exploring the contributions of Aryabhatta, arguably one of the greatest minds produced by the Bharatiya civilization.
Aryabhatta, a fifth-century polymath, excelled in various disciplines including mathematics, astronomy, astrology, and physics. At the remarkably young age of 23, he penned the "Aryabhatiya," serving as a comprehensive summary of the mathematical knowledge of his era.
This was the very book that Vijay chose to be compiled as a textbook. As they opened the large book, they discovered that it was divided into four sections. Delving into the contents section by section, they found that in the first section, Aryabhatta described the thod of denoting large decimal numbers using alphabets.
However, as they progressed to the second section, they encountered content of a significantly advanced nature, leaving many of the scholars taken aback by the unfamiliar concepts presented.
Only a handful of the scholars could grasp the formulas and operations presented in the second section. Vijay, however, stood as an exception. Hailing from the future, he found himself quite familiar with most of the concepts described, as they continued to be relevant even in the 21st century.
This section covered challenging questions spanning topics such as number theory, geotry, trigonotry, and algebra.
These concepts were quickly extracted in order to be put into the high school textbook.
As for the remaining two sections of his work, they focused on astronomy. This further illustrates Vijay’s point in establishing astrology as a separate subject because of how knowledgeable the ancient scholars were in the ways of the stars. It was almost similar to the Western scientists being specialists in both their chosen field and theology.
Vijay had the scholars divide the complex mathematical operations into levels and introduced these concepts starting from the 8th standard until the end of college. Vijay even ntioned to na the operations after Aryabhatta.
Hence terms like the Aryabhatta equation, the Aryabhatta laws of nurical theory, and the Aryabhatta laws of planetary movent ca out. He was given the sa importance in the field of mathematics as Newton in the field of physics by Vijay.
There are more achievents of Aryabhatta where he invented and showed that zero was not only a nural but also a symbol and a concept. The discovery of zero enabled Aryabhatta to find out the exact distance between the Earth and the moon. This discovery of zero also opened up a new dinsion of negative nurals in the world of mathematics.
The science of astronomy was very advanced in ancient India, and it was called Kagol Shastra.
Kagol was the famous astronomical observatory at Nalanda where Aryabhatta studied. In this very sa premise, Aryabhatta also disregarded the popular view that the planet Earth is immovable and stated that Earth is round and rotates on its own axis. He also explained that the appearance of the sun moving from east to west is false by giving so examples.
One of the examples he gave was when a person travels in a boat, the trees on the shore appear to move in the opposite direction.
He was also the one to correctly state that the moon and the planets shine by reflected sunlight. After this, he also gave a scientific explanation for solar and lunar eclipses, clarifying that the eclipse was not because of Rahu or Ketu or so other rakshas, but because of the movent of the planets.
This knowledge was taken and compiled into a junior school book, with credit given to Aryabhatta. Vijay, seeing all the great achievents of Aryabhatta right in front of him, couldn’t help but recall what happened when he was a teenager in his past tiline when he was interning at ISRO when the first satellite was launched from India, nad Aryabhatta.
Fortunately, the palm leaves Aryabhatta used were well preserved, and his ancestors regularly transferred the knowledge from one container to another, preserving the ancient scientific heritage of Bharat. But still, He couldn’t help but feel a sense of loss after considering how much knowledge was in Nalanda and Takshashila before they were burned down.
There was a glow of determination on his face as he thought about it.
After sorting out the works of Aryabhatta, they moved on to Brahmagupta.
Brahmagupta was a scholar in the 7th century who took mathematics to heights far beyond his peers. His thods of multiplication, where he used place value in almost the sa way it is used in the 21st century, were a breakthrough at the ti. The scholars reading about these things for the first ti were overtaken with surprise and happiness.
Vijay nad the thod after Brahmagupta and compiled it in the basic textbook at the school level.
After Aryabhatta invented zero, he opened the door for the introduction of negative numbers and operations on zero into mathematics. Brahmagupta was the one who travelled the path opened by Aryabhatta. He wrote "Brahmasphuta Siddhanta," which went into detail about negative operations and their concepts, through which the Arabs ca to know about the Bharatiya mathematical system.
Arabic nurals gained widespread popularity and praise in Europe for their user-friendly nature, particularly when compared to Roman or other nural systems. This trend began in the 16th century, which, considering Bharat’s history, wasn’t too distant in the past. It was introduced by Ladislaus the Posthumous, the king of Hungary, in 1456.
By the century’s end, Arabic nurals had beco imnsely popular throughout Europe.
The original Vedic nurical system of Bharat was called the Brahmi system. The Brahmi system was influenced by the Shang nurals of China. The Brahmi nurals later evolved into the Hindu (Gwalior) writing system and further evolved into Sanskrit Devanagari.
It was the Sanskrit Devanagari that highly influenced Arabic writing as it divided into two distinct nurical systems, naly the Eastern Arabic which is still used in Turkey and the Western Arabic (gobar) which went on to evolve further. These nurical systems heavily influenced the 11th-century apices nurical system.
It was in the 15th and 16th centuries that the nurals of the West ca very close to the modern 21st-century nurals.
The closest was the 16th-century dürer nurals.
For the Dakshin Bharatiya Empire, the nurals from 0 to 9 use the sa system as the rest of the world, but instead of the Anglo-sized nurals, Vijay opted for a mix of Dravidian and Sanskrit nurals to create the Bharti nurals. They are represented as ०, १, २, ३, ४, ५, ౬, ௭, ೮, ೯. (0-9)
For the lower classes of UKG, first, and second, these nurals will be used in multiplication tables, division, subtraction, and other operations in a textbook.
After Brahmagupta, the next person Vijay looked at was Bhaskaracharya, who was a scholar of the 12th century from Bijapur, which is not far away from Hampi. Vijay and the scholars read his famous book Siddhanta Shiromani, which is divided into four sections arithtic, algebra, sphere, and mathematics of planets.
While reading the book, the cyclic thod to solve algebraic equations was ntioned, which amazed Vijay as it was discovered six centuries after Bhaskaracharya’s ti, and was later coined "inverse circle" by European mathematicians. Also, if Vijay rembers correctly, Jas Taylor translated the arithtic book of Bhaskaracharya and made it a widely known work throughout the world.
The next scholar was Mahaviracharya, who was an expert in the mathematics of Jain literature. Although the discoveries of thods were not explicitly ntioned in his book, there were thods on how to solve quadratic equations, operations on fractions, algebraic equations, series, set theories, and logarithms and exponents in a very interesting manner.
Since Vijay, or anyone for that matter, did not know who exactly ca up with this math, Vijay decided to na the innovations after the word "Jain." Mahaviracharya also wrote a book called Ganit Sara Sangraha in 850. A.D., which was the first textbook on arithtic in modern form. He was also the person who ca up with the thod of solving the least common multiple or LCM of given numbers.
More literary books on math were compiled and turned into textbooks for high schools and colleges. The hunt for math knowledge finally ended with the compilation of 12 math textbooks and many academic records.
Next, it was the turn of science. The first scholar they looked through was Kanad. Kanad was a 6th-century scientist of the Vaisheshika school, which was one of the six systems of Bharatiya philosophy. His original na was not Kanad but Aulukya.
He got the na because he was very interested in the minute particles called "kana." Then, he formulated an atomic theory where he explained that the material universe is made up of "khana’s," which cannot be seen through any human organ. These cannot be further subdivided as they are indivisible and indestructible. Vijay could tell that this concept aligns a lot with modern atomic theory.
So, Vijay nad the atomic theory after him in the science textbook called ’Kanad’s Theory of Kana’(atom).
Varahamihira was another great scholar Vijay looked at. Varahamihira lived in the Gupta period and made significant contributions in the fields of hydrology, geology, and ecology. For him, Vijay included separate chapters in the middle school to high school textbooks, focusing on Varahamihira’s knowledge of terrain, both surface and subsurface.
Vijay found the earthquake cloud theory very intriguing as he could not understand how Varahamihira ca to this realization. He was surprised by the theory, as it could not be verified even now, and only modern equipnt could test it out.
Varahamihira was also highly proficient in Jyotish or astrology. He was one of the only two people, along with Aryabhatta, who sought to present astrology scientifically in a systematic form.
Vijay extracted the scientific part of his two books, which were focused on astrology, and incorporated it into the astronomy textbooks.
The next prominent physicist in the 10th century was called Nagarjuna. He did sothing similar to what European alchemists did, where the aim of his experints was to transform base elents into gold. Ultimately he failed, However, he was successful in making an elent with a gold-like sheen. In the book they were reading, a detailed description was provided of how to make the product he created.
Vijay knew the reason for the base turning into a gold-like colour, but he left it for the college students to figure out, as Nagarjuna’s experience was ntioned in a textbook for the students to comprehend and try out for themselves.
The rest of the books were based on dical science and yoga. The main scholar whose na ca up in this section was Sushruta, the first pioneer in the field of surgery. His study of human anatomy, with the help of a dead body, was clearly written in his book Sushruta Samhita.
Over 1100 diseases are ntioned in his book, including fever of 26 kinds, jaundice of 8 kinds, and urinary complexion of 20 kinds. Along with those, 760 plants are described with all their parts: roots, bark, juice, resin, flowers, etc. He could be almost considered a pioneer of household Ayurvedic redies.
Vijay extracted a lot of information about botany from his research and made it into a textbook for college and academy levels. Intriguingly enough, in his book, the thod of preserving a dead body for the purpose of its detailed study was also ntioned. Vijay changed the subject from a dead body to an animal and made it a at-preserving technique, incorporating it into a separate textbook.
His most popular contribution in the 21st century was in the field of plastic surgery and removal of cataracts. Reading through his books, he had written a very accurate step-by-step guide or description of these operations.
Surprisingly, Vijay could identify that the steps followed by Sushruta are strikingly similar to those followed by modern surgeons while performing plastic surgery in the 21st century.
In addition, Sushruta Samhita also described various descriptions of 101 instrunts used in surgery, many of which were similar to modern operational tools.
Another notable scholar in this field was Charak, who was a royal doctor in the kingdom of Kanishka. His Charak Samhita is a remarkable book of dicine which has descriptions of a large number of diseases and provides thods for identifying their causes as well as their treatnt.
He was the first to talk about digestion, tabolism, and immunity as important factors for health and dical science.
Intriguingly enough, he also ntioned the fundantals of genetics in his book, which was quite fascinating for Vijay as it was ntioned years before the term was even coined.
Finally, the compilation of 12 science textbooks, 8 dical books, 7 yoga books, and 13 astrology books was completed.
P.S. Tomorrow is angular JS lab, I will probably dream code today.
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