ग्रीक गणितज्ञ जो एक बीजगणितीय नोटेशन (तीसरी शताब्दी) विकसित करने की कोशिश करने वाला पहला व्यक्ति था

diophantus शब्द के हिंदी अर्थ का उदाहरण:

絵具#水性の絵具 डायोफैंटस नामक यूनानी गणितज्ञ ने, जो संभवत: ईसा के पश्चात् तीसरी शताब्दी में रहा, बहुत से बहुपदीय अनिर्धार्य समीकरणों (Undetermined Equations) का अध्ययन किया तथा पूर्णांकों में उनके हलों को ज्ञात किया।

জজজ

diophantus's Usage Examples:

For many centuries algebra was confined almost entirely to the solution of equations; one of the most important steps being the enunciation by Diophantus of Alexandria of the laws governing the use of the minus sign.

General accounts of Diophantus' work are to be found in H.

Thus Diophantus knew that no number of the form 8n-1-7 can be the sum of three squares.

would give negative, surd or imaginary values; Diophantus then traces how each element of the equation has arisen, and formulates the auxiliary problem of determining how the assumptions must be corrected so as to lead to an equation (in place of the "impossible" one) which can be solved rationally.

A word is necessary on Diophantus' notation.

Among the great variety of problems solved are problems leading to determinate equations of the first degree in one, two, three or four variables, to determinate quadratic equations, and to indeterminate equations of the first degree in one or more variables, which are, however, transformed into determinate equations by arbitrarily assuming a value for one of the required numbers, Diophantus being always satisfied with a rational, even if fractional, result and not requiring a solution in integers.

On the other hand the Porisms, to which Diophantus makes three references ("we have it in the Porisms that.

The missing books were apparently lost early, for there is no reason to suppose that the Arabs who translated or commented on Diophantus ever had access to more of the work than we now have.

The Arithmetica, the greatest treatise on which the fame of Diophantus rests, purports to be in thirteen Books, but none of the Greek MSS.

DIOPHANTUS, of Alexandria, Greek algebraist, probably flourished about the middle of the 3rd century.

diophantus's Meaning':

Greek mathematician who was the first to try to develop an algebraic notation (3rd century