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PillarAll pillarsMathematics
TopicAllAryabhata Alphabetic Numerals · 1Aryabhata Kuttaka · 1Aryabhata Pi Approximation · 1Aryabhata Sine Table · 1Aryabhata Summation Formulas · 1Bakhshali Zero Dot · 1Bhaskara Chakravala · 1Bhaskara Division By Zero · 1Bhaskara Pythagorean Rule · 1Bhaskara Two Root Quadratics · 1Bhuta Samkhya Word Numerals · 1Brahmagupta Bhavana · 1Brahmagupta Cyclic Quadrilateral · 1Brahmagupta Negative Multiplication · 1Brahmagupta Zero Arithmetic · 1Decimal Numerals Transmission · 1Lalitavistara Counting Contest · 1Lilavati Bee Problems · 1Mahavira Combinations Formula · 1Mahavira Ellipse Area · 1Mahavira Hundred Birds · 1Mahavira No Sqrt Of Negatives · 1Nilakantha Pi Infinite Series · 1Pingala Binary Counting · 1Sadratnamala Pi 17 Digits · 1Vedanga Ganita Crest · 1Yajurveda Powers Of Ten · 1

1 claim.

  • MathematicsT1

    Mahāvīra's Ganita-sara-sangraha VI.218 (850 CE) gives the general algorithmic statement of the nCr formula: write 1..n ascending and n..1 descending in two rows; the product of the top r entries divided by the product of the bottom r is nCr. Pingala (~200 BCE) had the binomial-prosody special case; Pascal's Traité (1654 CE) gives the European systematic form. Mahāvīra's algorithm is the general procedural statement, 800 years before Pascal.

    The Ganita-sara-sangraha of Mahaviracarya · 850

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