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The Jesuits were equipped with the knowledge of local languages as well as mathematics and astronomy that were required to understand these Indian needed these texts to understand the local customs and how the dates of traditional festivals were fixed by Indians using the local calendar (panchnga).How the mathematics given in these Indian ancient texts subsequently diffused into The English-speaking world has known for over one and a half centuries that Taylor series expansions for sine, cosine and arctangent functions were found in Indian mathematics / astronomy / timekeeping (jyotisa) texts, and specifically in the works of Madhava, Neelkantha, Jyeshtadeva, etc.And finally an important point for those who maintain that the concept of zero was also evident in some other civilisations: "Did you know that Vedic priests were using the so-called Pythagorean theorem to construct their fire altars in 800 BCE?; that the differential equation for the sine function, infinite difference form, was described by Indian mathematician-astronomers in the fifth century CE?Because of this book with the Latin translations made a false inquiry that our system of numeration is arabic in origin.The new notation came to be known as that of al-Khwarizmi, or more carelessly, algorismi; ultimately the scheme of numeration making use of the Hindu numerals came to be called simply algorism or algorithm, a word that, originally derived from the name al-Khwarizmi, now means, more generally, any peculiar rule of procedure or operation.The earliest history is preserved in the 5000-year-old ruins of a city at Mohenjo Daro, located Northeast of present-day Karachi in Pakistan.
even so, India today or tomorrow, will, I am confident, revolutionize western doctrines of progress by demonstrating the insufficiency and lack of finality of much of the West's present system of human values.""The Indian mind has always had for calculations and the handling of numbers an extraordinary inclination, ease and power, such as no other civilization in history ever possessed to the same degree.
It was easy to use and moreover it facilitated the conception of the highest imaginable numbers.