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  2. If you start with 0 and 1 and do the same operations (each new number being the sum of the two preceding it), what you get is the Hemachandra (or Fibonacci) sequence.
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    Hemachandra - Wikipedia

    Hemachandra, following the earlier Gopala, described the Fibonacci sequence in around 1150, about fifty years before Fibonacci (1202). He was considering the number of cadences of length n, and showed that these could be formed by adding a short syllable to a cadence of length n − 1, or a long syllable to … See more

    Hemachandra was a 12th century (c.1088 – c. 1172/1173 CE) Indian Jain saint, scholar, poet, mathematician, philosopher, yogi, grammarian, law theorist, historian, lexicographer, rhetorician, logician, and prosodist. … See more

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    At the time, Gujarat was ruled by the Chaulukya dynasty from Anhilavada (Patan). It is not certain when Hemachandra visited Patan for the first time. As Jain monks are mendicants for eight months and stay at one place during Chaturmas See more

    He announced about his death six months in advance and fasted in his last days, a Jain practice called sallekhana. He died at Anhilavad Patan. The year of death differs according to sources but 1173 is generally accepted. See more

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    Hemachandra was born in Dhandhuka, in present-day Gujarat, on Kartika Sud Purnima (the full moon day of Kartika month). His date of birth differs according to sources but 1088 … See more

    According to the Prabhachandra, there was an incident where Siddharaja wanted to kill his nephew Kumarapala because it was prophesied that the kingdom would meet its demise at Kumarapala's hands. Hemachandra hid Kumarapala under a pile of manuscripts … See more

    A prodigious writer, Hemachandra wrote grammars of Sanskrit and Prakrit, poetry, prosody, lexicons, texts on science and logic and many branches of Indian philosophy.
    Jain philosophy
    His systematic … See more

     
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    WEBThe answer lies in his contribution to the Fibonacci numbers which was made fifty years before Fibonacci wrote Liber Abaci with its famous rabbit problem. Kak, in his “The Golden Mean and the Physics of Aesthetics”, …

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