Srinivasa Ramanujan The Man Who Knew Infinity | 6 Interesting Facts About Srinivasa Ramanujan

Srinivasa Ramanujan’s full story was brought into the world on 22 December 1887. He was an Indian mathematician who lived during the British Rule in India.

Even though he had no proper preparation in unadulterated science, he made generous commitments to scientific examination, number hypothesis, and endless arrangement, and proceeded with portions, including answers for numerical issues at that point thought about unsolvable.

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About Srinivasa Ramanujan The Man Who Knew Infinity and His Biography

Certainly! Here’s an Excel spreadsheet outlining Srinivasa Ramanujan’s personal life biography:

Life Event	Date	Significance
Early Life	1887-12-22	Born in Erode, India
Education	1903-1909	Struggled with formal education but self-studied mathematics
Marriage	1909	Married Janaki Ammal, a young girl from his village
Financial Hardship	1903-1914	Worked as a clerk to support his family
Move to England	1914	Invited by G.H. Hardy to collaborate on mathematical research
Cambridge Life	1914-1919	Faced cultural and social challenges but made significant mathematical contributions
Return to India	1919	Continued research despite illness
Death	1920-04-26	Died at the age of 32, leaving behind a legacy of mathematical brilliance

Ramanujan at first built up his numerical examination in disconnection: as per Hans Eysenck: “He attempted to show the main expert mathematicians his work, yet bombed generally.

What he needed to show them was excessively novel, excessively new, and introduced in unordinary ways; they couldn’t be bothered”.

Seeking mathematicians who could more readily comprehend his work, in 1913 he started a postal organization with the English mathematician G. H. Solid at the University of Cambridge, England.

Perceiving Ramanujan’s work as uncommon, Hardy organized him to head out to Cambridge.

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In his notes, Hardy remarked that Ramanujan had created noteworthy new hypotheses, including some that “vanquished me totally; I had seen nothing at all like them before” and some as of late demonstrated yet exceptionally propelled outcomes.

The Ramanujan Journal, a logical diary, was built up to distribute work in every aspect of arithmetic impacted by Ramanujan, and his scratch pad—containing synopses of his distributed and unpublished outcomes— has been broken down and read for a considerable length of time since his passing as a wellspring of new numerical thoughts.

As late as 2011 and again in 2012, analysts kept on finding that insignificant remarks in his compositions about “basic properties” and “comparable yields” for specific discoveries were themselves significant and unobtrusive number hypothesis results that stayed unsuspected until almost a century after his death.  

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Srinivasa Ramanujan’s Contribution to Mathematics & His Life Events

Area of Math	Discovery/Theory	Significance
Number theory	Prime numbers, infinite series, modular forms	Deepened understanding of fundamental mathematical structures
Combinatorics	Opened new avenues for exploring a number properties	Advanced techniques for counting and arrangement
Analytical number theory	Riemann zeta function, divergent series	Opened new avenues for exploring a number of properties

Life Events of Srinivasa Ramanujan

Life Event	Date	Significance
Birth	1887-12-22	Discovered innate mathematical talent
Failed college entrance exams	1903	Faced financial hardship
Worked as a clerk	1903-1914	Independently developed mathematical theories
Contacted G.H. Hardy	1913	Led to recognition and move to England
Collaborated with mathematicians in Cambridge	1914-1919	Published groundbreaking work
Returned to India	1919	Continued research despite illness
Death	1920-04-26	Left behind a legacy of mathematical insights

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Ramanujan at first built up his numerical examination

In 1910, Srinivasa Ramanujan met agent gatherer V. Ramaswamy Aiyer, who established the Indian Mathematical Society.

Wishing for an occupation at the income office where Aiyer worked, Ramanujan gave him his arithmetic notepads. As Aiyer later reviewed.

I was struck by the remarkable numerical outcomes contained in [the notebooks]. I had no brain to cover his virtuoso by an arrangement in the most reduced rungs of the income department.

Aiyer sent Ramanujan, with letters of presentation, to his mathematician companions in Madras.

Some of them saw his work and gave him letters of prologue to R. Ramachandra Rao, the area authority for Nellore and the secretary of the Indian Mathematical Society.[36][37][38] Rao was intrigued by Ramanujan’s exploration yet questioned that it was his work.

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Ramanujan referenced a correspondence he had with Professor Saldhana, an outstanding Bombay mathematician, wherein Saldhana communicated an absence of comprehension of his work, yet inferred that he was not a fraud.

Ramanujan’s companion C. V. Rajagopalachari attempted to subdue Rao’s questions about Ramanujan’s scholastic respectability.

Rao consented to give him one more opportunity and tuned in as Ramanujan examined elliptic integrals, hypergeometric arrangement, and his hypothesis of a different arrangement, which Rao said eventually persuaded him regarding Ramanujan’s brilliance.

When Rao asked him what he needed, Ramanujan answered that he required work and budgetary help. Rao assented and sent him to Madras. He proceeded with his examination with Rao’s money-related guide.

With Aiyer’s assistance, Ramanujan had his work distributed in the Journal of the Indian Mathematical Society.

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Scientist Srinivasa Ramanujan and his Personal life

Srinivasa Ramanujan born on 22 December 1887, in a Tamil Brahmin Iyengar family in Erode, Tamil Nadu has been portrayed as an individual of a to some degree timid and calm demeanor, a stately man with wonderful manners. He carried on with a basic life at Cambridge.

Ramanujan’s first Indian biographers depict him as a thoroughly standard Hindu. He attributed his intuition to his family goddess, Namagiri Thayar (Goddess Mahalakshmi) of Namakkal.

He sought her for motivation in his work and said he longed for blood drops that represented her partner, Narasimha. Later he had dreams of looks of complex numerical substance unfurling before his eyes.

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He frequently stated, “A condition for me has no importance except if it communicates an idea of God”.

During his short life, Ramanujan autonomously incorporated about 3,900 outcomes (for the most part characters and equations).

Many were novel; his unique and profoundly offbeat outcomes, for example, the Ramanujan prime, the Ramanujan theta work, parcel formulae, and fake theta capacities, have opened whole new territories of work and motivated a tremendous measure of further research. Nearly. His entire cases have now been demonstrated correctly.

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Illness and Cause of Death of Srinivasa Ramanujan

Srinivasa Ramanujan was tormented by medical issues for an amazing duration. His well-being was exacerbated in England; conceivably he was likewise less versatile because of the trouble of keeping to the severe dietary necessities of his religion there and due to wartime proportioning in 1914–18.

He was determined to have tuberculosis and a serious nutrient insufficiency and kept in a sanatorium. In 1919 he came back to Kumbakonam, Madras Presidency, and on 26 April 1920, he kicked the bucket at 32 years old.

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After he passed his sibling Tirunarayanan aggregated Ramanujan’s staying manually written notes, comprising formulae on solitary moduli, hypergeometric arrangement, and proceeded fractions.

A 1994 examination of Ramanujan’s clinical records and indications by Dr D. A. B. Young reasoned that his clinical manifestations—including his previous backslides, fevers, and hepatic conditions—were a lot nearer to those subsequent from hepatic, a disease than boundless in Madras, than tuberculosis.

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He had two scenes of loose bowels before he left India. When not appropriately treated, loose bowels can lie lethargic for quite a long time and lead to hepatic, whose finding was not then well established.

At the time, if appropriately analyzed, was a treatable and frequently reparable disease. British warriors who contracted it during the First World War were as a rule effectively restored around the time Ramanujan left England.

He was perhaps the most youthful individual of the Royal Society and just the second Indian part, and the primary Indian to be chosen a Fellow of Trinity College, Cambridge.

Of his unique letters, Hardy expressed that a solitary look was sufficient to show they could just have been composed by a mathematician first class, contrasting Ramanujan with numerical masters, for example, Euler and Jacobi.

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6 Interesting Facts about Srinivasa Ramanujan

1. Srinivasa Ramanujan a Self-taught genius

Despite having little formal education in mathematics, Ramanujan discovered remarkable formulas and theorems on his own. He independently derived many advanced mathematical concepts, often using unconventional methods.

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2. Ramanujan filled notebooks

Ramanujan filled notebooks with his mathematical findings, many of which were completely new and original. These notebooks, containing over 3,900 results, became his legacy and a source of inspiration for mathematicians worldwide.

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3. Ramanujan’s genius caught Recognition from across the sea 

In 1913, Ramanujan’s genius caught the attention of English mathematician G.H. Hardy. Hardy recognized the brilliance of Ramanujan’s work and helped him travel to England in 1914 to pursue his mathematical research at Cambridge University.

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4. Ramanujan Prolific collaboration

Despite facing cultural and social challenges in England, Ramanujan collaborated fruitfully with Hardy and other mathematicians. Together, they published numerous papers on number theory, infinite series, and other areas of mathematics.

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5. Ramanujan’s prime and other enduring contributions

Ramanujan’s work has had a profound impact on various fields of mathematics. His concept of the Ramanujan prime, a highly composite number, continues to intrigue mathematicians today. He also made significant contributions to modular forms, continued fractions, and hypergeometric series.

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6. Ramanujan’s Tragic End

Sadly, Ramanujan’s life was cut short by illness. He died in 1920 at the age of 32, leaving behind a rich legacy of mathematical discoveries that continue to inspire and challenge mathematicians to this day.

Ramanujan’s story is a testament to the power of human curiosity and the potential for greatness that can blossom even in the face of adversity.

His mathematical genius and unique approach to problem-solving continue to fascinate and inspire mathematicians and non-mathematicians alike.

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