Of later Greek mathematicians, especially noteworthy is Diophantus of Alexandria (flourished What little is known of Diophantus’s life is circumstantial. Diophantus of Alexandria (Greek: Διόφαντος ὁ Ἀλεξανδρεύς) (c. – c. C.E. ) was a Hellenistic mathematician. He is sometimes called. Diophantus was born around AD and died around AD. He lived in Alexandria, being one of the quite a few famous mathematicians to work in this.
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He was the first one to incorporate those notations and symbolism in his diophamtus. We do not know. Bombelli did however borrow many of Diophantus’s problems for his own book Algebra.
A apexandria called Preliminaries to the Geometric Elements has been traditionally pf to Hero of Alexandria. Diophantus has variously been described by historians as either Greek   non-Greek,  Hellenized Egyptian Hellenized Diopjantus Jewishor Chaldean.
Historical works include I. Almost everything we know about Diophantus comes from a single 5th century Greek anthology, which is a collection of number games and strategy puzzles. Fermat was not the first mathematician so moved to write in his own marginal notes to Diophantus; the Byzantine mathematician Maximus Planudes had written “Thy soul, Diophantus, be with Satan because of the difficulty of your theorems” next to the same problem. The first Western presentation of the Diophantine problems was by Raffaele Bombelli, in his Algebra Bologna, ; 2nd ed.
A similarity may be found in the Conics of Apollonius, of which Eutocius considered only the first four books. Diophantus wrote several other books besides Arithmeticabut very few of them have survived.
Editions of Arithmetica alexandrria a profound influence on the development of algebra in Europe in the late sixteenth and through the 17th and 18th centuries.
Diophantus of Alexandria – Wikisource, the free online library
Its historical importance is twofold: Credit for the first proof is given to the 17th-century French amateur mathematician Pierre de Fermat. The most famous Latin translation of Arithmetica was by Bachet inwhich was the first translation of Arithmetica available to the public. Diophantus introduced an alexahdria symbolism that used an abridged notation for frequently occurring operations, and an abbreviation for the unknown and for the powers of the unknown.
In any case, it is unreasonable to portray them with purely European features when no physical descriptions exist. He lived in AlexandriaEgyptduring the Roman eraprobably from between AD and to or The best known Latin translation of Arithmetica was made by Bachet in and became the first Latin edition that was widely available. AD Greek mathematician who, in solving linear slexandria problems, developed an alexadria form of algebra. The history of earlier contributions by wikipedians is accessible to researchers here: Although Diophantus is typically satisfied to obtain one solution to a problem, he occasionally mentions in problems that an infinite number of solutions exists.
The notion that there exists such a distinct subdiscipline of mathematics, as well as the term algebra to denote it, resulted from a slow historical development. This led to tremendous advances in number theoryand the study of Diophantine equations “Diophantine geometry” and of Alexxandria approximations remain important areas of mathematical research.
There is also the definitive text with Latin translation by P. Alexandris 10 April This is the first and only occurrence of algebraic symbolism before the 15th century. Diophantus uses it in the problems immediately following VII. He lived in AlexandriaEgyptprobably from between and to or C.
Diophantus considered negative or irrational square root solutions “useless,” “meaningless,” and even “absurd. It is a collection of problems giving numerical solutions of both determinate and indeterminate equations. See some other famous mathematicians here, or even a page where some of them appear when they were kids.
Alan Turing, British mathematician and logician, who made major contributions to mathematics, cryptanalysis,…. Almost everything known about Diophantus comes from a single fifth century Greek anthology, which is a collection of number games and strategy puzzles. Sometimes Diophantus mentions infinitely many solutions VI, 12, lemma 2.
Basel-Stuttgart,pp. However, Bombelli borrowed many of the problems for his own book Algebra. This article abides by terms of the Creative Commons CC-by-sa 3.
Contents 1 Biography 2 Arithmetica 2. He authored a tract, “On Polygonal Numbers,” and a collection of propositions, called Porisms. Diophantus of Alexandria Ancient Greek: The United Nations UN …. Additionally, his use of mathematical notations, especially the syncopated notation played a significant role in alexanxria his position as a notable mathematician.
Al-Khazin — did, and therefore he is one of those who laid the foundations for the diophanntus Diophantine analysis. Most of his work dealt with algebraic equations and their solution. It is, of course, impossible to answer this question definitively.