@@satviasm3328 Your illogical theory of Aryan invasion in India to prove Sanātan Dharma wrong, is exposed 😂 Aryans are biggest unbreakable native ethnic group of Bhāratvarsh! Nonsense concepts/theories of Chimtes, Chuslims.. 🗿☕
@@venkataseshasai5897 ha bhaiya meko bhi na ye jo sucessful log he na ye bilkul nhi kya hi krte he be ye log. bilkul life aapan jese logo ke lia unfair he yaar 😭😭 . Sab Same he apan me or iitians me but phir bhi kitna unfair he be life yaàar
I agree, but India of that period was already struggling and it has to prioritise solving other issues than education. I wish he was born in a healthy era.
Srinivasa Ramanujan was a renowned Indian mathematician who made significant contributions to the field of mathematics. Some of his major contributions are: Partition function: Ramanujan's work on the partition function, denoted by p(n), revolutionized the field of number theory. He discovered a formula for the partition function, which enabled the computation of the number of ways that a given integer can be expressed as a sum of smaller integers. Modular forms: Ramanujan made important contributions to the theory of modular forms, which are functions that satisfy certain transformation properties with respect to a particular group of transformations. He discovered a number of new modular forms and also provided formulas for their coefficients. Mock theta functions: Ramanujan introduced the concept of "mock theta functions," which are a generalization of theta functions. Mock theta functions have applications in statistical mechanics, quantum field theory, and string theory. Continued fractions: Ramanujan made significant contributions to the theory of continued fractions, which are expressions of the form a_0 + 1/(a_1 + 1/(a_2 + ...)). He discovered a number of new and interesting properties of continued fractions and also derived formulas for their coefficients. Elliptic functions: Ramanujan made contributions to the theory of elliptic functions, which are functions that satisfy certain transformation properties with respect to a particular group of transformations. He discovered new identities for elliptic functions and also provided formulas for their coefficients. Ramanujan's work has had a profound impact on modern mathematics, and many of his discoveries are still being studied and used by mathematicians today. His work continues to inspire new research and is considered a cornerstone of modern mathematics. Ramanujan's Contributions in Physics. Here are some of Ramanujan's contributions to physics: Ramanujan Summation: Ramanujan introduced a method for summing divergent series, which was later developed into a rigorous mathematical technique known as Ramanujan summation. This technique has applications in physics, particularly in quantum field theory, where it is used to deal with infinite sums that arise in calculations. Partition function: Ramanujan's work on partition function, which he developed in mathematics, is used in statistical physics to describe the distribution of particles in a system. His work laid the foundation for the study of statistical mechanics and the theory of thermodynamics. Mock Theta Functions: Ramanujan discovered a new type of function called mock theta functions, which have been found to have applications in physics, particularly in the study of black holes. Elliptic functions: Ramanujan's work on elliptic functions has found applications in quantum field theory, where they are used to describe the behavior of particles in a magnetic field. Tau function: Ramanujan's work on the tau function has been used in string theory, a theoretical framework that describes the behavior of elementary particles in terms of one-dimensional strings. Overall, Ramanujan's contributions to physics were significant and have had a lasting impact on the field. His work continues to be studied and applied in modern physics research. Ramanujan's Quantum Contributions Although Ramanujan is primarily known for his contributions to mathematics, he did make some significant contributions to the field of quantum physics. One of his most important contributions was the discovery of the Raman effect, which is a phenomenon in which a molecule scatters light in a way that causes the frequency of the light to shift. This effect has been used extensively in spectroscopy, which is the study of the interaction between matter and electromagnetic radiation. Ramanujan also made important contributions to the theory of blackbody radiation, which is the radiation emitted by a heated object. He developed a formula that accurately predicted the spectral distribution of blackbody radiation, which was later confirmed experimentally. In addition to his work on the Raman effect and blackbody radiation, Ramanujan also made contributions to the theory of partitions, which is a branch of number theory. Although this may seem unrelated to quantum physics at first glance, the theory of partitions has been used in the study of the statistical mechanics of systems of particles, which is a key area of quantum physics. Overall, Ramanujan's contributions to quantum physics may not be as well-known as his contributions to mathematics, but they were nevertheless important and have had a lasting impact on the field. Ramanujan's Contributions in artificial intelligence since Ramanujan passed away in 1920, long before the field of artificial intelligence (AI) emerged, he did not directly contribute to AI. That being said, Ramanujan's work in pure mathematics has had indirect implications for the development of AI. One way in which Ramanujan's work has been applied to AI is through the field of number theory. Ramanujan made many significant contributions to number theory, including his work on modular forms and partition functions. These areas of mathematics have applications in cryptography, which is an essential component of many modern AI systems. Moreover, Ramanujan's intuitive approach to mathematics and his ability to identify patterns and make conjectures based on limited data have been a source of inspiration for machine learning algorithms. The field of machine learning aims to replicate some of the cognitive abilities of humans, such as the ability to recognize patterns and make predictions based on incomplete data. Therefore, Ramanujan's approach to mathematics can serve as a model for machine learning researchers. In summary, while Ramanujan did not directly contribute to the development of artificial intelligence, his work in number theory and his approach to mathematics have indirect implications for the field of AI. Ramanujan's influence on physics Ramanujan's Contributions in black hole and string theory Although Ramanujan did not work specifically on black holes or string theory, his work in mathematics has had a significant impact on these areas of research. Black holes are objects in space with such strong gravitational fields that nothing, not even light, can escape from them. One of the key contributions of Ramanujan to the study of black holes was his work on modular forms. Modular forms are complex functions that have a special symmetry property, and they play a fundamental role in the study of black holes in string theory. In string theory, black holes are described by the behavior of strings in the vicinity of a singularity. The behavior of these strings is governed by a mathematical framework called conformal field theory. Ramanujan's work on modular forms has been used to develop new techniques for studying conformal field theories and their role in black hole physics. Ramanujan's work on partition functions, which describe the number of ways that a given integer can be expressed as a sum of other integers, has also had an impact on black hole physics. These partition functions are related to the counting of microstates of black holes, which in turn is related to the entropy of the black hole. Overall, Ramanujan's contributions to mathematics have had a profound impact on many areas of science, including black hole and string theory. His ideas and techniques continue to inspire new research and discoveries in these fields.
I believe any human who achieved greatest knowledge is buddha because he received enlightenment of universe itself he got to knows ultimate truth of life , reality, entire Cosmos and universe
Thought of Englishman - "Ramanujan and his brain could be useful for world" and Baktiya Khilji, the other one who destroyed Nalanda University and burnt thousands of books , research works which could be useful for entire universe . Reason just because of elimination of footprints of other religions and expansion of Islam .
Jet engine हम नहीं बना पा रहे तेजस के लिए। रामानुजन गणितज्ञ अगर इस दौर में होते, तो ये so called develop countries भारत के सामने घुटने टेक दिए होते। भारत अब तक १५० किलो न्युटन का Jet Engine आराम से बना लेता।
😂😂😂 bhai kaha tha tu. Engine to kab ka ban chuka hai 48.5 kN thrust wala Dry kaveri aur afterburner ke sath 75-76 kN ka jise improve kiya ja ra hai😂hai
Movie name:- good will hunting
dekhi huvi hai 😭
No
Ma chud gai sala india bhi 😮💨😮💨 Maths kuch ata nahi
3 gems of india
Swami Vivekanandan
APJ Abdul Kalam
Srinivasa Ramanujan
Don't forget people like Vikram Sarabhai, Cv raman etc
Bhut sare h aise Indians jo genius the..
@@universaltruth2yeah like his level was something I can feel that
Middle wale ka nam nikal k arya Bhat ko replace kar.
How can u forget about jagadish chandra bose
He invented mock thita functions, I proud to the grate mathematician of India ,
Gamma function
Grate nahi Great, kaka ji
Ramanujan is god of mathematics 🔥🔥🔥
Yes bro 😈😈😈
god of mathematics is euler
@@dracula7000 choti bacchi ha vho ramanujan ke samne😂😂
@@arushibhardwaj7913 kuch pta bhi hai euler ka ramanujan top 3 hai
good not he is GOD of mathematic
azeeb baat hain Ramanujan ko Bharat Ratna abhi tak nahi mila
Aur unko iski jarurat bhi nahi thi kyuki ab unhi ke naam pe ramanujan award diya jaata hai
@baba world
oye he is indian
Bharat ratn ko ramanujan diya jana chahye
@@allrounder_om yha bhi g**** marba lo
@RoY come from us Kam .
The Man Who knew infinity the second name of ramanujan
Wrong he's first who proves it right ✅️ 😏
भारत रत्न डिजर्व करते हैं रामानुजन 💐
Kitna acha lgta hai jab koi angrez Indians ki tarif karta hai jai ho
Voh indian nahi tha aryan tha
Brahmin indian nahi hai
Sirf mulnivasi hai
@@satviasm3328 bhgvan Teri aatma ko shanti Dr😂🤣🤣
@@satviasm3328 Your illogical theory of Aryan invasion in India to prove Sanātan Dharma wrong, is exposed 😂
Aryans are biggest unbreakable native ethnic group of Bhāratvarsh!
Nonsense concepts/theories of Chimtes, Chuslims.. 🗿☕
@Aman abe wo 1400 saal wale h kuch bi krenge hindu ko neecha dikhane ke liye. Jai Shree Ram
@@satviasm3328 tu mera hii ladka hai
Symbol of education ❤
Power of creative mind ❤
Rama was not a student of iit iim but talent plus braindrain work with right opportunity.
Still u can't deny iit IIM wale intelligent nhi hote...
IIT,IIM wale toppers hai not intelligents.
@@venkataseshasai5897 pata chalta he bhaiya aab iit iim se nhi ho
@@MONSTERGAMING-jl4ze agar iit se hota tho khabi asli knowledge ki pehchan nahi karta.
@@venkataseshasai5897 ha bhaiya meko bhi na ye jo sucessful log he na ye bilkul nhi kya hi krte he be ye log. bilkul life aapan jese logo ke lia unfair he yaar 😭😭 . Sab Same he apan me or iitians me but phir bhi kitna unfair he be life yaàar
Movie name:- The men who khew infinity.
2015 film based on ramanujan. 👍❤👍❤👍❤
Film scene : good will hunting
💙JAI VRINDAWANESHWARI YASHODA PUTRA RADHAKRISHANA💙
🧡JAI SITARAAM🧡
💖JAI SHIVPAARWATI💖
He was all time king of maths ❤❤❤❤❤❤❤
Jai jo sir ki
Thats the thing
Europe gave him respect alot at that time
And india at that time do nothing for him
I agree, but India of that period was already struggling and it has to prioritise solving other issues than education. I wish he was born in a healthy era.
Indian actually more talented but not give opportunity for grow our talent..... right 💝
God of mathematics
Proud to be indian
Greatest mathematician
Great mathematician all over universe. He is god of mathematics.❤❤❤❤❤❤❤❤❤❤❤❤❤
Proud to be An Indian❤❤❤❤
Srinivasa Ramanujan was a renowned Indian mathematician who made significant contributions to the field of mathematics. Some of his major contributions are:
Partition function: Ramanujan's work on the partition function, denoted by p(n), revolutionized the field of number theory. He discovered a formula for the partition function, which enabled the computation of the number of ways that a given integer can be expressed as a sum of smaller integers.
Modular forms: Ramanujan made important contributions to the theory of modular forms, which are functions that satisfy certain transformation properties with respect to a particular group of transformations. He discovered a number of new modular forms and also provided formulas for their coefficients.
Mock theta functions: Ramanujan introduced the concept of "mock theta functions," which are a generalization of theta functions. Mock theta functions have applications in statistical mechanics, quantum field theory, and string theory.
Continued fractions: Ramanujan made significant contributions to the theory of continued fractions, which are expressions of the form a_0 + 1/(a_1 + 1/(a_2 + ...)). He discovered a number of new and interesting properties of continued fractions and also derived formulas for their coefficients.
Elliptic functions: Ramanujan made contributions to the theory of elliptic functions, which are functions that satisfy certain transformation properties with respect to a particular group of transformations. He discovered new identities for elliptic functions and also provided formulas for their coefficients.
Ramanujan's work has had a profound impact on modern mathematics, and many of his discoveries are still being studied and used by mathematicians today. His work continues to inspire new research and is considered a cornerstone of modern mathematics.
Ramanujan's Contributions in Physics.
Here are some of Ramanujan's contributions to physics:
Ramanujan Summation: Ramanujan introduced a method for summing divergent series, which was later developed into a rigorous mathematical technique known as Ramanujan summation. This technique has applications in physics, particularly in quantum field theory, where it is used to deal with infinite sums that arise in calculations.
Partition function: Ramanujan's work on partition function, which he developed in mathematics, is used in statistical physics to describe the distribution of particles in a system. His work laid the foundation for the study of statistical mechanics and the theory of thermodynamics.
Mock Theta Functions: Ramanujan discovered a new type of function called mock theta functions, which have been found to have applications in physics, particularly in the study of black holes.
Elliptic functions: Ramanujan's work on elliptic functions has found applications in quantum field theory, where they are used to describe the behavior of particles in a magnetic field.
Tau function: Ramanujan's work on the tau function has been used in string theory, a theoretical framework that describes the behavior of elementary particles in terms of one-dimensional strings.
Overall, Ramanujan's contributions to physics were significant and have had a lasting impact on the field. His work continues to be studied and applied in modern physics research.
Ramanujan's Quantum Contributions
Although Ramanujan is primarily known for his contributions to mathematics, he did make some significant contributions to the field of quantum physics.
One of his most important contributions was the discovery of the Raman effect, which is a phenomenon in which a molecule scatters light in a way that causes the frequency of the light to shift. This effect has been used extensively in spectroscopy, which is the study of the interaction between matter and electromagnetic radiation.
Ramanujan also made important contributions to the theory of blackbody radiation, which is the radiation emitted by a heated object. He developed a formula that accurately predicted the spectral distribution of blackbody radiation, which was later confirmed experimentally.
In addition to his work on the Raman effect and blackbody radiation, Ramanujan also made contributions to the theory of partitions, which is a branch of number theory. Although this may seem unrelated to quantum physics at first glance, the theory of partitions has been used in the study of the statistical mechanics of systems of particles, which is a key area of quantum physics.
Overall, Ramanujan's contributions to quantum physics may not be as well-known as his contributions to mathematics, but they were nevertheless important and have had a lasting impact on the field.
Ramanujan's Contributions in artificial intelligence
since Ramanujan passed away in 1920, long before the field of artificial intelligence (AI) emerged, he did not directly contribute to AI.
That being said, Ramanujan's work in pure mathematics has had indirect implications for the development of AI. One way in which Ramanujan's work has been applied to AI is through the field of number theory. Ramanujan made many significant contributions to number theory, including his work on modular forms and partition functions. These areas of mathematics have applications in cryptography, which is an essential component of many modern AI systems.
Moreover, Ramanujan's intuitive approach to mathematics and his ability to identify patterns and make conjectures based on limited data have been a source of inspiration for machine learning algorithms. The field of machine learning aims to replicate some of the cognitive abilities of humans, such as the ability to recognize patterns and make predictions based on incomplete data. Therefore, Ramanujan's approach to mathematics can serve as a model for machine learning researchers.
In summary, while Ramanujan did not directly contribute to the development of artificial intelligence, his work in number theory and his approach to mathematics have indirect implications for the field of AI.
Ramanujan's influence on physics
Ramanujan's Contributions in black hole and string theory
Although Ramanujan did not work specifically on black holes or string theory, his work in mathematics has had a significant impact on these areas of research.
Black holes are objects in space with such strong gravitational fields that nothing, not even light, can escape from them. One of the key contributions of Ramanujan to the study of black holes was his work on modular forms. Modular forms are complex functions that have a special symmetry property, and they play a fundamental role in the study of black holes in string theory.
In string theory, black holes are described by the behavior of strings in the vicinity of a singularity. The behavior of these strings is governed by a mathematical framework called conformal field theory. Ramanujan's work on modular forms has been used to develop new techniques for studying conformal field theories and their role in black hole physics.
Ramanujan's work on partition functions, which describe the number of ways that a given integer can be expressed as a sum of other integers, has also had an impact on black hole physics. These partition functions are related to the counting of microstates of black holes, which in turn is related to the entropy of the black hole.
Overall, Ramanujan's contributions to mathematics have had a profound impact on many areas of science, including black hole and string theory. His ideas and techniques continue to inspire new research and discoveries in these fields.
Legend
King of maths
The legend pandit ramanujan
🔥🔥🤟
Jai shree Ram Jai shree Krishna. Har har Mahadev har mahadev. Jai shree Ram Jai shree Krishna
This is the power of an indian
S Ramanujan....
God of Gods ......
jar name the RAM oe manus tho Mohan Hobe 🙏. Jay shree RAM Joy MAA Kali 🕉️🙏🕉️
आई प्राऊड ऑफ इंडिया 😈😈😈😈😈🙏🙏🙏🙏🙏🙏🙏🙏🙏🙏🙏🙏🔥💥💥💥
Ramanujan in mathematics🗿
'Woh Bhartiya tha, tika lagane wala'
😂😂😂😂😂
Happy Birthday day sir ramanujan g
big fan of sir...
🙏🌸
Ramanujan: principal::SIR ISSAC NEWTON:GOD
The power of ramanujan📖📗📘📓📒📙📚📕
Proud of me shreenivas ramanujan🎉🎉🎉🎉❤❤❤❤😊😊
I am the biggest biggest fan of ramanujan
Great mathematician. I am fascinated with this man.
महान gartigya in world
He is well educated in Gurukul may that was not velue in english education system😮😅
Median ka formula tha na whoo last mai 👍🏼❤️❤️❤️🙏🏽
Great man but bad think is that Indian government never able to used these brains for the development and welfare of Indians or in technologies
Gurudev
Mata ka ashirwad tha ramanujan ji ke upar
JAI SHREE KRISHNA 🙏
I believe any human who achieved greatest knowledge is buddha
because he received enlightenment of universe itself
he got to knows ultimate truth of life , reality, entire Cosmos and universe
The greatest mathematician of the universe.
Ramanujan king of mathematics
Respect❤️🔥
Zero discovered by Arybhatta
and the man who knew infinity is the great Ramanujan ❤️❤️🎉🎉🔥
THE LEGEND 🙏
Legend❤️❤️
The man who knew infinity ♾️
જય શ્રી કાલીકા નમઃ
જય ભવાની મા 🚩⚔️
Because only a few mathematician can explain theorem and it's uses in calculas
Jai shree ram
Koi na, the next one is on the way... Is it yu?.. No, then be the one.
Me and everbody -afraid of maths 😨😨
Mathematics afraid of ramanujan 😂😂
Mathematics is the invention of India
Father of infinity
bhut acha laga jab kisi angrezh na Indian ki tarif ki or is per movie banie per ya sale Bollywood wale kuch nhai karte
Bollywood me bhi Ramanujan par movie bani hai.... Pr oo movie old time line me set hai to koi use nahi dekhta.... Isme logo ki galti h
KING OF MATHEMATICS ❤️❤️
God
Newton ka baap s ramanujan sir 💪☠️💀
Pranam gurudev
Reel hero good will hunting
Real hero Shri niwasramanujan
Legend ramanujan 🤟🤟🤟🤟🤟
God of maths
Happy birthday ramanujan🗿
Thought of Englishman - "Ramanujan and his brain could be useful for world" and Baktiya Khilji, the other one who destroyed Nalanda University and burnt thousands of books , research works which could be useful for entire universe . Reason just because of elimination of footprints of other religions and expansion of Islam .
🙏🙏🙏
🙏👌👏
Sir 👍😘😘😘🙏🙏🙏
इसके बिना physics की theory धरam sa नीचcha गिर jaygi
Very good
Jai mata namagiri❤😋😋🥰😋😋🥰😋😋😋🥰😋😋🥰🥰🥰
Bhai konsi movie he?
good will hunting
Einstein is afraid of maths and maths is afraid of Ramanujan 🗿
माँ ❤to
Hare krishna pravu
❤❤❤
❤❤❤❤❤❤❤
💪💪💪
❤❤❤❤
🙏🙏🙏🙏🙏🙏
PRIDE 🥰🥰
The man who invented black hole formula before theory‼️😲💀
❤❤
😊
❤❤🌹🌹🙏🏻🙏🏻
My god 🛐
Jet engine हम नहीं बना पा रहे तेजस के लिए।
रामानुजन गणितज्ञ अगर इस दौर में होते, तो ये so called develop countries भारत के सामने घुटने टेक दिए होते। भारत अब तक १५० किलो न्युटन का Jet Engine आराम से बना लेता।
I lav ramaniyujan
😂😂😂 bhai kaha tha tu. Engine to kab ka ban chuka hai 48.5 kN thrust wala Dry kaveri aur afterburner ke sath 75-76 kN ka jise improve kiya ja ra hai😂hai
🙏🏻🙏🏻🌹🌹❤❤
❤️🚩🚩
The king of mathematics 😏
Good day😊
😍😍🔥🔥
Great mathematician good man salute
Mene bhi kuch extraordinary theorems likhi h, but wo mujhe bhi samajh nhi aati😂