Srinivasan Ramanujan

Srinivasan Ramanujan

Srinivasan Ramanujan

 Srinivasan Ramanujan There's such a thing in India, there's some similar( godly) power( energy) which makes it different from the whole world, makes it different. Knowledge of any subject, any branch – If you try to find the root of wisdom, the last point will pull you to India! Yes, this knowledge wisdom is in pure complete Sanskrit language, indeed after not having knowledge of S, the knowers of English language have pushed the whole world into some dark alleys by interpreting it(?). Srinivasa ramanujan memoir is also available in our other post. 

 Whereas moment there's a great need for srinivasa ramanujan donation to mathematics for this introductory, pure knowledge of India when the world is facing numerous difficulties. moment we're going to know a shining Indian star of this knowledge wisdom, about which you'll get online or offline information moment, but the Indian who has gone by searching or telling( this is what moment’s people and scholarssay.Srinivasa raanujan education details in this detailed detail. 

 The Indian i.e. Sri Srinivasa Ramanujan says that he didn't discover this knowledge, the goddess used to come and tell him again! Again like Vedas by inhuman grace! Just like Vedas aren't mortal creation, in the same way) He still has a lot of power to understand duly. Have smallerhumans.contribution of srinivasa ramanujan for wisdom and technology. 

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 This is called Ramanujan Yoga. On the other hand, he knew nothing about double periodic functions, the classical proposition of quadratic forms, or Cauchy’s theorem, and had only the vaguest idea of what constitutes a fine evidence. Although brilliant, numerous of his theorems on the proposition of high figures were wrong. 

 Ramanujan number| what's ramanujan number| Why is 1729 called Ramanujan number? 

what is ramanujan number? & Why is 1729 called Ramanujan number? The number 1729 is called Ramanujan number. It's a number that can be written as the sum of the cells of two figures. There are veritably many other figures that have this kind of property. 

10^3+9^3 = 12^3 +1^3= 1729

10^3 + 27^3 = 19^3 + 24^3 = 20683

 The Indian mathematician Srinivasa Ramanujan had first expressed its significance in 1919 after seeing the auto number 1729 of the fat foreign mathematicianProf. Hardy, who had come to interrogate about his illness. 4104, 20683, 39312, 40033 are some further Ramanujan figures. 

 Ramanujan’s knowledge of mathematics( utmost of which he worked on himself) was astounding. Although he was nearly fully ignorant of ultramodern developments in mathematics, his mastery of continued fragments was unequaled by any living mathematician. He worked on Riemann series, elliptic integrals, hypergeometric series, functional equations of the zeta function, and his proposition of separate series, in which he set up a value for the sum of similar series using a fashion he constructed.