What Are Examples Of Srinivasa Ramanujan Contribution To Mat

Srinivasa ramanujan was an indian mathematics genius who had made several major contributions to many fields of math despite receiving little formal education.

What are examples of srinivasa ramanujan contribution to mat.

Hardy in developing the formula for the number p n of partitions of a number n his discoveries also led to the infinite series for infinity formulation. Srinivasa ramanujan born december 22 1887 erode india died april 26 1920 kumbakonam indian mathematician whose contributions to the theory of numbers include pioneering discoveries of the properties of the partition function. Littlewood described ramanujan with the words every positive integer is one of his personal friends the expression amply describes the heights in the realm of numbers to which ramanujan rose. Srinivasa ramanujan made great contributions to the field of mathematics including a collaboration with well known mathematician h g.

The statement is every even integer is the sum of two primes that is 6 3 3. Goldbach s conjecture is one of the important illustrations of ramanujan contribution towards the proof of the conjecture. Contributions of srinivasa ramanujan to the number theory an equation for me has no meaning unless it expresses a thought of god l. Srinivasa ramanujan born december 22 1887 in erode india was an indian mathematician who made substantial contributions to mathematics including results in number theory analysis and infinite series despite having little formal training in math.

Srinivasa ramanujan frs ˈ s r ɪ n ɪ v ɑː s r ɑː ˈ m ɑː n ʊ dʒ ən. Srinivasa ramanujan frs 1887 1920 was a self taught indian mathematical genius who made numerous contributions in several mathematical fields including mathematical analysis infinite series continued fractions number theory and game theory ramanujan provided solutions to mathematical problems that were then considered unsolvable. Srinivasa ramanujan 1887 1920 was an indian mathematician who made great and original contributions to many mathematical fields including complex analysis number theory infinite series and continued fractions. Though he had almost no formal training in pure mathematics he made substantial contributions to mathematical analysis number theory infinite series and continued.

He was discovered by g. 22 december 1887 26 april 1920 was an indian mathematician who lived during the british rule in india. His contributed for continued fractions game theory number theory mathematical analysis and infinite series. Moreover some of his work was so ahead of his time.