"The Man Who Knew Infinity" is based on the biography of mathematician Srinivasa Ramanujan and his relationship with British mathematician G.H. Hardy. While the film captures key events and the essence of Ramanujan's life and groundbreaking work in mathematics, some dramatic elements are fictionalized or condensed for cinematic purposes. The portrayal of Ramanujan's struggles, cultural challenges, and contributions to mathematics is largely accurate, but specific interactions and timelines may be altered for narrative effect.

"The Man Who Knew Infinity" is a biographical drama based on the life of Indian mathematician Srinivasa Ramanujan. The film chronicles his journey from India to Cambridge University in the early 20th century, where he faces cultural challenges and skepticism from the academic community. Despite his struggles, Ramanujan forms a pivotal relationship with mentor G.H. Hardy, who recognizes his genius. The story highlights Ramanujan's groundbreaking contributions to mathematics and explores themes of passion, perseverance, and the clash of cultures.

"The Man Who Knew Infinity" is a biographical drama that explores the life of Indian mathematician Srinivasa Ramanujan and his relationship with British mathematician G.H. Hardy. The film features strong performances, particularly by Dev Patel and Jeremy Irons, and effectively highlights themes of genius, cultural clashes, and the pursuit of knowledge. While it may appeal more to those interested in mathematics or biographical stories, its emotional depth and inspiring narrative make it worthwhile for a broader audience. Overall, it's a compelling watch.

"The Man Who Knew Infinity" is a biographical film about the life of Indian mathematician Srinivasa Ramanujan and his journey to Cambridge University. The film portrays his struggles against cultural biases, his collaboration with mathematician G.H. Hardy, and his groundbreaking contributions to mathematics. Tragically, Ramanujan's health deteriorated due to inadequate medical care, and he died at a young age, in 1920, at just 32 years old. His legacy endures through his profound mathematical discoveries and their impact on the field.