The contribution of Indian mathematicians in mathematics is invaluable. Great mathematicians like Aryabhatta, Brahmagupta, Srinivas Ramanujan have given a new direction to the world. Carrying forward this rich tradition, Ratnesh Shakya, a mathematics teacher from Mainpuri , has challenged a traditional concept of mathematics, which has been presented before global mathematicians.
This event based on the new challenge of Ratnesh Shakya indicates a new revolution in the mathematical world. He has challenged the traditional rules regarding the position of zero, which plays an important role in the process of creating the smallest number in mathematics. According to this new calculation, when zero is present in any numerical set, it can be placed in the first position of the smallest number.
Mathematical tradition versus new concept
So far, according to mathematical books and rules, to form the smallest number, the smallest natural digit is placed in the first place and zero in the second place. For example, the smallest three-digit number made up of 0, 1, and 2 digits is considered to be 102 , while the smallest four-digit number made up of 0, 1, 2, and 3 digits is considered to be 1023. This rule has been a part of mathematical principles for a long time and is recognized worldwide.
However, Ratnesh Shakya's calculations challenge this rule. According to him, the smallest numbers should be 012 and 0123. He argued that zero can be placed in the first place in the smallest number, which provides a new direction in mathematical theories.
11 Lakh vs 11 Lakh Challenge: This challenge by Ratnesh Shakya has been presented to mathematicians globally. Under this challenge, two types of participants have been invited:
-
Participants below 65 years of age : These participants will have to deposit a cheque of Rs 11 lakh in advance to participate in the exhibition. If Ratnesh Shakya is unable to prove the traditional mathematical concept wrong, then the participants will get their money back and will also be given Rs 2000 in cash . This category can include 38 to 551 participants. If the maximum number of participants participate and Ratnesh Shakya is not successful in his challenge, then he may have to lose Rs 11 lakh .
-
Participants above 65 years of age : This category will include mathematicians who have PhD in Mathematics or have achieved world-class achievement. They will not have to pay any fee to participate in the exhibition. However, they will not be given any money. In this category also, presence of at least 38 participants will be mandatory.
Use of money for the betterment of society
Ratnesh Shakya has announced that if he succeeds in this challenge, he will use a part of the money received for the welfare of the society. He will donate Rs 2 lakh to the Government District Library Mainpuri and distribute copies worth Rs 20 lakh among the poor students of junior high school. His initiative will symbolize a positive change for mathematical education and society.
Organization and conditions of the exhibition
As soon as the total number of participants reaches 110, all the participants will be informed about the scheduled date and venue of the exhibition. This exhibition will be organized by Ratnesh Shakya, and to participate in it, participants have to contact Mr. Sanjay Yadav, Chairman of Government District Library Mainpuri.
Ratnesh Shakya has sent an application in this regard to the President of India, Vice President, Prime Minister, Union Education Minister, Governor of Uttar Pradesh, Chief Minister, and other dignitaries. He has also ensured that this application is uploaded in the Jansunwai app operated under the supervision of the Hon'ble Chief Minister of Uttar Pradesh, so that this initiative can become a topic of discussion in the mathematical community and the public forum.
The glorious tradition of India's mathematical history
The mathematical history of India is extremely rich and diverse. From the Vedic period to modern times, Indian mathematicians have made significant contributions in various fields of mathematics. The foundation of Indian mathematics was based on Vedanga Jyotish and Vedic mathematical methods, which played an instrumental role in determining time and calendar.
Mathematicians such as Aryabhata , Brahmagupta , and Bhaskaracharya developed the concept of zero, the decimal system, and the principles of trigonometry, which remain the basis of mathematical study and research even today. The Indian mathematical tradition has contributed significantly to mathematical development not only in India but globally.
The global importance of Ratnesh Shakya's challenge
This challenge given by Ratnesh Shakya presents a new thinking and approach in mathematical theories. This challenge shows the need to re-examine and rethink the traditional mathematical concepts. Such new thinking in the field of mathematics will not only enrich mathematical education but will also provide new possibilities in mathematical research.
indcnetwork 
