Not just Fibbonacci series, Indians discovered:
- Pythagorean theorem and geometric constructions (Baudhayana Sulba Sutras)
- Binary patterns, binomial coefficients, Pascal’s triangle (Pingala’s Chhandas Shastra)
- Positional decimal numeral system that we use today (Vedic period onward, formalized by Aryabhata)
- Concept of zero as a number (Jain texts 300 BCE onward, rules formalized by Brahmagupta, 628 CE)
- Negative numbers and their operations (Brahmagupta)
- Sine and cosine tables, trigonometric identities, and π approximation (Aryabhata)
- General solutions to quadratic equations and methods of solving them (Brahmagupta)
- Infinite power series for π, sine, cosine, and arctangent (Madhava of Sangamagrama)
- Precursors to Number theory, Calculus, Algebraic methods and many more
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