India’s aviation sector has weathered crises before—financial collapses, soaring fuel prices, volatile currency cycles, and the tragic fall of giants...
India’s aviation sector has weathered crises before—financial collapses, soaring fuel prices, volatile currency cycles, and the tragic fall of giants...
In a tiny town in southern India, a young man of meagre means looked at numbers not simply as abstractions, but as something alive—something divine. Srinivasa Ramanujan (1887-1920) would go on to compile thousands of mathematical formulae, many of them utterly original, in an era and place where formal training and institutional support were scant. His life is at once rags-to-greatness, a collision of intuition and formal proof, faith and logic—a tale of a self-taught genius who saw the infinite in the finite, the sacred in the numeric. The legacy he left is still actively shaping modern mathematics, bridging the mystic and the rigorous, the intuitive and the formal.
Origin story: From Erode to the edge of infinity
Ramanujan was born on 22 December 1887 in Erode (in present-day Tamil Nadu), into a poor Brahmin Iyengar family. GeeksforGeeks+4Encyclopedia Britannica+4ThoughtCo+4 His father, K. Srinivasa Iyengar, worked as a clerk in a fabric shop; his mother, Komalatammal, was a homemaker. ThoughtCo+1 Soon after his birth, the family moved to Kumbakonam, where Ramanujan’s early schooling took place. sjsu.edu+1
Even as a child he showed uncanny facility with numbers. By age 12 he had mastered trigonometry. Jagranjosh.com+1 At 15 he came across G. S. Carr’s Synopsis of Elementary Results in Pure and Applied Mathematics, a dense compendium of thousands of theorems, mostly without proofs. This book sparked what became an obsession: he worked through it, verified results, and then began to go beyond it. Encyclopedia Britannica+2Encyclopedia Britannica+2
Yet, formal schooling remained a struggle. His intense devotion to mathematics caused his performance in other subjects to collapse; he lost scholarships, failed examinations, and eventually dropped out of college. ThoughtCo+1 It’s worth pausing to reflect: here was someone who was essentially devoting his youth to an invisible frontier—mathematics—without formal mentors or infrastructure, in a colonial India still awakening to modern science.
Breaking into the world of mathematics: Recognition and journeys
The Indian years
Between 1903 and 1912, Ramanujan worked mostly in obscurity. He held clerical jobs, faced hardship, while keeping notebooks full of observations and results. According to the Institute of Mathematical Sciences (IMSc) in Chennai, he compiled close to 4,000 original theorems by the end of his life. Indian Meteorological Society+1 His first published paper came in 1911 in the Journal of the Indian Mathematical Society. ThoughtCo+1
The Cambridge years
In January 1913 he sent a now-famous letter to British mathematician G. H. Hardy at Trinity College, Cambridge containing scores of theorems—many without proof. Hardy famously regarded the material as belonging to “a mathematician of the highest calibre”. Larson Calculus+1 In April 1914 Ramanujan travelled to England. There, despite cultural, dietary and climatic hardships, he collaborated with Hardy, published significant papers, and in 1918 was elected a Fellow of the Royal Society—a remarkable achievement for someone with almost no formal training. Encyclopedia Britannica
The work: Formulas, intuition and ‘divine’ insight
What made Ramanujan so extraordinary? It’s not merely the volume of work (nearly 3,900 results compiled) but the nature of the insights.
His work on the partition functionp(n)p(n)p(n), which counts the number of ways of expressing an integer as a sum of positive integers, opened new paths in number theory. Maths History
He introduced mock theta functions, a class of q-series whose full significance emerged only decades later. Quanta Magazine+1
His discovery of what are now called Ramanujan primes, the “Ramanujan tau-function”, Mahler’s measure connections, and many other results illustrate the depth and originality of his vision. GeeksforGeeks+1
Famous anecdote: Hardy once visited him in the hospital and remarked the taxi number was 1729; Ramanujan replied: “Yes, it is the smallest number expressible as sum of two cubes in two ways.” GeeksforGeeks
Why ‘God-whisperer’ of mathematics? Ramanujan himself attributed many of his results to the Hindu goddess Namagiri (a form of Durga) who would present visions to him in dreams. While this doesn’t count as mathematical proof, it underscores his inner sense of mathematics as something sacred. Modern scholars recognise his intuitive leaps as arising from deeply internalised patterns of numbers rather than formal derivation. In the words of a recent article: “Born poor in colonial India … Ramanujan had fantastical, out-of-nowhere visions that continue to shape the field today.” Quanta Magazine
Data & Impact: The measure of genius
To fully appreciate Ramanujan’s impact, one must look at quantitative and qualitative markers.
Quantitative
The notebooks of Ramanujan contain nearly 3,900 results (identities, infinite series, modular forms) compiled in his short life. Wikipedia+1
He died at age 32 (on 26 April 1920 in Kumbakonam) yet produced more pure mathematics than many mathematicians do in lifetimes of 60–70 years. Encyclopedia Britannica
In 2011 the Government of India declared 22 December (his birthdate) as National Mathematics Day to commemorate his legacy. Wikipedia
His election to the Royal Society in 1918 made him just the second Indian to receive that honour, and the first Indian to be elected a Fellow of Trinity College, Cambridge. Wikipedia
The journal The Ramanujan Journal was established to publish work in areas influenced by his results. Wikipedia
Contemporary mathematicians continue to mine his “lost notebook” for ideas and results, many of which are only now being proved or applied. Quanta Magazine+1
His name has become cultural and educational shorthand in India for inspiration, self-taught genius, and the unexpected meeting of spirituality and formal science.
The context behind the myth
Colonial India & lack of infrastructure
Ramanujan’s story cannot be divorced from the realities of early 20th-century British India: limited educational infrastructure, caste hierarchies, and meagre patronage for pure mathematics. As he himself struggled with scholarships and formal exams, his success stands out as exceptional—not just mathematically but socially and historically.
Health, diet and adversity
Ramanujan’s early death has been the subject of much investigation. Initially thought to be tuberculosis, more recent scholarship suggests hepatic amoebiasis (a complication of untreated dysentery) as the actual cause. study.com+1 During his time in England in World War I, his strict vegetarian diet and poor nutrition may have contributed to his deteriorating health. Encyclopedia Britannica
Formal mathematics vs intuition
A key tension in Ramanujan’s work was the lack of formal proofs in many of his results—he often gave results on the basis of intuition or “divine insight”. While many were later proved valid, this unconventional style raised scepticism among European mathematicians at first. Yet Hardy and others rapidly recognised his brilliance. ThoughtCo
Legacy-building & mythography
The narrative of Ramanujan as “divine genius” has been mythologised. Books (such as Robert Kanigel’s The Man Who Knew Infinity) and films have amplified his legend. But the real significance lies not in myth but in enduring mathematical content. As one modern mathematician wrote: “Math is still catching up to the mysterious genius of Ramanujan.” Quanta Magazine
Expert perspectives
G. H. Hardy: On reading Ramanujan’s letter, Hardy remarked that the material was “a single look … enough to show that it could only have been written down by a mathematician of the highest class”. Larson Calculus
Modern researchers: A Quanta Magazine article (October 2024) described how recent proofs in algebraic geometry and string theory connected back to “visions” in Ramanujan’s notebooks. Quanta Magazine
Indian academic institutions: The Institute of Mathematical Sciences in Chennai emphasises that Ramanujan’s achievements came despite his lack of formal higher education, and positions his work as central to the development of modern Indian mathematics. Indian Meteorological Society
Citizens & cultural voices
Educational campaigns in India now refer to Ramanujan to inspire students in remote or under-resourced areas: “If he could do it from Kumbakonam, so can you.”
At mathematics parks (such as the Ramanujan Math Park in Kuppam, India) children interact with puzzles that trace back to Ramanujan-style thinking. Wikipedia
Current developments & future implications
Mathematics & technology
Ramanujan’s identities and series are increasingly relevant in computing, cryptography, string theory and quantum field theory (e.g., via renormalisation methods). arXiv+1 Modern researchers continue to discover hidden structure behind his “intuition”. His work on mock theta functions finds applications even in black-hole entropy calculations and modular forms in physics. Quanta Magazine
Education and outreach
In India, the institution of National Mathematics Day, new institutes named after Ramanujan (e.g., the Srinivasa Ramanujan Institute of Basic Sciences in Kerala) and public-private math-parks are furthering his legacy. Wikipedia+1 There is a push to democratise access to mathematics and encourage intuitive, exploratory learning—not simply rote formula-learning.
The symbolic dimension
Ramanujan’s story raises deeper questions: what is the origin of mathematical creativity? How do intuition, culture, and formal training combine? In an era of increasing automation and machine-learning, Ramanujan’s example suggests that human insight, even unconscious or mystical, can open avenues that formal systems may miss.
The abiding whisper of infinity
Srinivasa Ramanujan entered mathematics from the margins—geographically, socially, institutionally. Yet he left behind results that a century later still challenge us. He saw numbers not as inert symbols but as living, interconnected; he attributed his insight to the divine, not out of mysticism alone, but because for him the world of mathematics was a sacred terrain.
His life, truncated at 32, reminds us that brilliance does not always wait for the right time or place. His work tells us that intuition, courage, self-belief and discipline can transcend formal constraints. And perhaps most importantly, his legacy invites the next generation—not merely to memorise formulas, but to listen to what numbers are trying to say.
In the modern world of big data, algorithms, artificial intelligence and quantum computing, the whispered voice that Ramanujan heard remains relevant. We may automate proofs, compute in seconds what took him hours, but the origin of his vision remains a human story: of a boy in Kumbakonam looking at a complex equation and seeing a glimpse of divinity.
India’s aviation sector has weathered crises before—financial collapses, soaring fuel prices, volatile currency cycles, and the tragic fall of giants...
