📅 21 March 499
Aryabhata's parameters are reckoned for mean noon at Ujjain on 21 March 499, giving his mathematical astronomy a precise temporal starting point.
📅 21 March 499
Aryabhata used sine tables and algorithms to calculate celestial motion, helping establish a powerful Indian computational tradition.
📅 21 March 499
His verse describes a rule yielding 3.1416, demonstrating sophisticated numerical work expressed through Sanskrit mnemonic poetry.
📅 21 March 499
Aryabhata's notation encoded numbers through syllables, showing that mathematical representation can take forms other than modern written numerals.
📅 1 September 2024
The 1 September 2024 article follows numerals, zero and mathematical astronomy from India through Baghdad into Europe.
📅 1 September 2024
The article presents his 628 treatise as a major turning point in treating zero as a number within arithmetic.
📅 1 September 2024
His approximation of pi, sine methods and computational astronomy are placed beside better-known Greek achievements.
📅 1 September 2024
It argues that British education still underrepresents the Indian foundations of numerical methods used across the modern world.
📅 21 March 499
The parameters of the Aryabhatiya are reckoned for mean noon at Ujjain on 21 March 499, providing a precise base date for calculations.
📅 21 March 499
Aryabhata gave procedures for planetary positions, eclipses and time using concise Sanskrit verse.
📅 21 March 499
Aryabhata compared the daily westward movement of stars with apparent motion experienced from a moving boat.
📅 21 March 499
His trigonometric methods enabled quantitative work on arcs, shadows, eclipses and celestial coordinates.
