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#FIBONACCI SEQUENCE NATURE AQUARIUS STONES SERIES#

In my research paper, I will be presenting the technicalities of ancient mathematical language and exploring the method of Pythagorean triples through the Vedic mathematics ‘sutras’ formulated by Bharati Krishna Tirtha. The deep meaning of sutra, its connection and its interpretation to different branches of mathematics and also the deep spiritual thought behind the sutra, is worth studying and researching.

It was written in the form of one-line simple Sanskrit words called ‘sutra’. The new approach of mathematics invented and developed by Bharti Krishna Tirtha, which did not show such language barriers. The ancient technical vocabulary was difficult for contemporary scholars to understand and hence mathematical ideas remain hidden in it for a longer time. This language approach was very different, it can be compared to today’s technical vocabulary we have developed for modern computer which was alien even 30 years ago. For the expression of these ideas, the strong technical vocabulary of the language was needed. We can observe that the technical Sanskrit language evolved through the centuries as rich mathematical ideas developed. Looking at Sanskrit literature, the literature developed for expressing mathematical thoughts and ideas have their special place in linguistic evolution. The ancient mathematics of India is an amalgamation of poetry, literature, art, architecture and also scientific thought. Keywords: Diophantus, new dating, ancient algebra, Neopythagorean arithmetic.

#FIBONACCI SEQUENCE NATURE AQUARIUS STONES SERIES#

Moreover, if he, as it seems, authored an introductory work on arithmetic, he may be set in a series with such persons as Eudorus, Cleomedes, Moderatus, Nicomachus, and Theon of Smyrna as a fully-fledged contributor to the development of the Neopythagorean movement, perhaps to be placed somewhere between Eudorus and Nicomachus. Textual observations allow us to entertain the idea that Diophantus the philosophus Pythagoricus, was known and used in the Neopythagorean and Platonic sources from the second, and, possibly, the first century AD. Besides, the text has clear implications for the dating of Diophantus. What if an unknown Pythagorean (Hippolytus’ source) decided to translate the standard Pythagorean theory into the language of the higher mathematics of his times? It is as if asked to define number I were to indulge in axiomatic set theory.

It is no secret that Pythagorean numerology is not very useful from a mathematical point of view. Indeed, if we were to look for an example of an “ideal” Pythagorean, Diophantus would certainly qualify: he wrote a book on such a popular Pythagorean subject as polygonal numbers, transformed traditional arithmetic, and created a new theory of number in a word, he did things a Pythagorean is supposed to do. A curious instance of utilization of algebraic terminology in Hippolytus’ (Elenchos I 2, 9–10: dynamis, cubus, dynamocubus, etc.) indicates, that a relatively advanced arithmetic, originated in the works of such mathematicians as Heron and Diophantus, for some reason, aroused interest in Platonic and Pythagorean circles.

Wiesbaden: Harrassowitz Verlag (in English), 2016, pp. Eugene Afonasin, ‘Pythagorean numerology and Diophantus’ Arithmetica (A note on Hippolytus’ Elenchos I 2)’, Pythagorean knowledge from the Ancient to the modern world, ed.

Fibonacci sequence nature aquarius stones