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7 Monumental Math Books Read By Indian Mathematician Srinivasa Ramanujan

Srinivasa Ramanujan, the renowned Indian mathematician, is celebrated for his extraordinary contributions to number theory, infinite series, and mathematical analysis.

His work has left an indelible mark on the world of mathematics, and his story continues to inspire aspiring mathematicians worldwide.

Ramanujan's brilliance was shaped not only by his innate talent but also by his voracious appetite for learning from various sources, including books.

In this blog post, we explore seven incredible math books that Ramanujan read, which played a crucial role in shaping his mathematical journey.

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S. L. Loney's "Plane Trigonometry" is a classic work that covers the fundamentals of trigonometry. Ramanujan delved into this book to refine his understanding of trigonometric functions and identities. The clarity of Loney's explanations helped Ramanujan build a strong foundation in trigonometry, which he later employed in his groundbreaking work on modular forms and mock theta functions.

Ramanujan's fascination with calculus led him to J. Edwards' "Differential Calculus." This book provided him with insights into the concepts of limits, derivatives, and rates of change. Ramanujan's deep exploration of differential calculus laid the groundwork for his work on hypergeometric series and the theory of partitions.

"G. S. Carr's Synopsis" is a compendium of mathematical results across various areas. Ramanujan meticulously studied this work, which served as a valuable reference for him. The extensive collection of theorems and formulas in this book not only enriched Ramanujan's mathematical knowledge but also inspired him to explore new avenues in mathematics.

Ramanujan's collaboration with the renowned mathematician G. H. Hardy is well-known. Ramanujan's fascination with the topic of "Orders of Infinity" led him to Hardy's work on the subject. This book exposed Ramanujan to advanced concepts in mathematical analysis, sparking his interest in series summation and theorems involving infinite terms.

Integral calculus played a pivotal role in Ramanujan's mathematical pursuits. B. Williamson's "An Elementary Treatise on Integral Calculus" became a key resource for him. Ramanujan's deep understanding of integrals, series, and theorems relating to them allowed him to create novel formulas and discover his celebrated results on infinite series.


If you enjoyed these book recommendations, check out the rest of my math book lists on my blog-

Srinivasa Ramanujan's journey from a self-taught mathematical prodigy to a revered mathematician was marked by his dedication to learning from various sources.

The books he read not only expanded his mathematical horizons but also contributed to his unique approach to problem-solving.


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