🌟 [ 18 ]   How One Line in the Oldest Math Text Hinted at Hidden Universes [ @Veritasium ]

Discover strange new universes that turn up at the core of Einstein’s General Relativity. Head to [ 🔗 Click ‼️ ] to start your free 30-day trial, and the first 200 people get 20% off an annual premium subscription. If you’re looking for a molecular modeling kit, try Snatoms – a kit I invented where the atoms snap together magnetically – [ 🔗 Click ‼️ ] If you want to play around in hyperbolic space then check out: [ 🔗 Click ‼️ ] ce/geometries/hyp/A massive thank you to Prof. Alex Kontorovich for all his help with this video. A huge thank you to Prof. Geraint Lewis and Dr. Ashmeet Singh for helping us understand the applications of Non-Euclidean geometry in astronomy/cosmology. Lastly, a big thank you to Dr. Henry Segerman and Dr. Rémi Coulon for helping us visualize what it’s like to be inside hyperbolic space and helping us understand hyperbolic geometry.Images: Euclid via Science Museum Group - [ 🔗 Click ‼️ ] Geodesy survey via ams - [ 🔗 Click ‼️ ] John Wheeler via NAS Online - [ 🔗 Click ‼️ ] Dunham, W. (1991). Journey through Genius: Great Theorems of Mathematics. John Wiley u0026 Sons. Bonola, R. (1955). Non-Euclidean geometry: A critical and historical study of its development. Courier Corporation. Library of Congress. (n.d.). The Library of Congress. - [ 🔗 Click ‼️ ] Euclid’s Elements, Wikipedia - [ 🔗 Click ‼️ ] The History of Non-Euclidean Geometry, Extra History via YouTube - [ 🔗 Click ‼️ ] We (could) live on a 4D Pringle - Physics for the Birds via YouTube - [ 🔗 Click ‼️ ] Parallel Postulate, Wikipedia - [ 🔗 Click ‼️ ] Prékopa, A., u0026 Molnár, E. (Eds.). (2006). Non-euclidean geometries: János Bolyai memorial volume (Vol. 581). Springer Science u0026 Business Media. St Andrews, University of. (n.d.). Bolyai. MacTutor History of Mathematics. - [ 🔗 Click ‼️ ] Bolyai, J. (1896). .

:::: Visit my YouTube channel @ Veritasium ( [ 🔗 Click ‼️ ] )

🌈 🔎 HowOneLineintheOldestMathTextHintedatHiddenUniverses 🌈