Stated in prose, the poem says that Diophantus's youth lasts 1/6 of his life. He grew a beard after 1/12 more of his life. After 1/7 more of his life, Diophantus married. Five years later, he had a son. The son lived exactly half as long as his father, and Diophantus died just four years after his son's death. From the WolframAlpha blog. Now ...

Aug 24, 2011 · Diophantus' Arithmetica consists of 13 books written originally in Greek circa in ~270 CE. The original Greek text is lost to us. The original Greek text is lost to us. The earliest surviving texts are from copies in Arabic transmitted through the Islamic world, before returning to Western Europe in the 1600s via translations from Arabic back ...

Jan 31, 2019 · From a historical point of view, Wetherell has asked a question not in Diophantus (but motivated by one of his problems) and has given an answer. Of course the answer to the question whether all problems that are motivated by Diophantus have been solved is …

Aug 18, 2015 · In the extant books of Diophantus, are considered in the system of equations. Of interest is the non-linear system of Diophantine equations. Some simple systems from his book manages to solve it. For example, from 3 books tasks 10, 11. 4 books task 19. The solution presented in this.

How to solve the problem that determines the age of Diophantus?$$$$"God gave him to be a boy for the sixth part of his life, and adding one to it twelfth part covered her cheeks fluff, He gave him the bridal lamp after a seventh part, and five years after his marriage gave him a son .

Aug 17, 2016 · I am looking for a free online copy of Diophantus' Arithmetica as well as Fermat's Notes on it. After some google searching, I couldn't find any. Thanks for your help! Edit: English translation please, I'm still learning Latin.

Diophantus mathematics. Ask Question Asked 11 years, 6 months ago. Modified 11 years, 6 months ago. Viewed ...

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Jan 25, 2020 · See the below image (I'm not allowed to embedd the image yet). The reading before this exercise in my course gives the proof for the following corollary: Every Pythagorean triple is similar to one

Oct 12, 2017 · $\begingroup$ Diophantus in his book devotes lots of attention to systems of nonlinear equations. In the modern theory of numbers, this is all not paid attention. This area is actually not considered by anyone. The fact that this is a very difficult task.