Wondering how to use Diophantus in a sentence? Below are 10+ example sentences from authentic English texts. Including the meaning and synonyms such as mathematician.
Diophantus in a sentence
Diophantus meaning
A Greek mathematician who first developed algebra
Synonyms of Diophantus
Using Diophantus
- The main meaning on this page is: A Greek mathematician who first developed algebra
- Useful related words include: mathematician.
- In the example corpus, diophantus often appears in combinations such as: of diophantus, diophantus was, that diophantus.
Context around Diophantus
- Average sentence length in these examples: 21 words
- Position in the sentence: 7 start, 6 middle, 2 end
- Sentence types: 15 statements, 0 questions, 0 exclamations
Corpus analysis for Diophantus
- In this selection, "diophantus" usually appears near the start of the sentence. The average example has 21 words, and this corpus slice is mostly made up of statements.
- Around the word, unknown, although, 250, carefully, notation and refers stand out and add context to how "diophantus" is used.
- Recognizable usage signals include ad 250 diophantus considered the and although diophantus made important. That gives this page its own corpus information beyond isolated example sentences.
- By corpus frequency, "diophantus" sits close to words such as aaronson, abai and abass, which helps place it inside the broader word index.
Example types with diophantus
The same corpus examples are grouped by length and sentence type, making it easier to see the contexts in which the word appears:
Also in the 10th century, Abul Wafa translated the works of Diophantus into Arabic. (14 words)
It should be mentioned here that Diophantus never used general methods in his solutions. (14 words)
The mathematical study of Diophantine problems that Diophantus initiated is now called Diophantine analysis. (14 words)
Some of the limitations of Diophantus' notation are that he only had notation for one unknown and, when problems involved more than a single unknown, Diophantus was reduced to expressing "first unknown", "second unknown", etc. in words. (37 words)
He had already studied Bachet 's edition of Diophantus carefully;sfn by 1643, his interests had shifted largely to Diophantine problems and sums of squaressfn (also treated by Diophantus). (29 words)
The Porisms Diophantus himself refers to a work which consists of a collection of lemmas called The Porisms (or Porismata), but this book is entirely lost. (26 words)
Example sentences (15)
He had already studied Bachet 's edition of Diophantus carefully;sfn by 1643, his interests had shifted largely to Diophantine problems and sums of squaressfn (also treated by Diophantus).
Some of the limitations of Diophantus' notation are that he only had notation for one unknown and, when problems involved more than a single unknown, Diophantus was reduced to expressing "first unknown", "second unknown", etc. in words.
Also in the 10th century, Abul Wafa translated the works of Diophantus into Arabic.
Although Diophantus made important advances in symbolism, he still lacked the necessary notation to express more general methods.
Although The Porisms is lost, we know three lemmas contained there, since Diophantus refers to them in the Arithmetica.
Around AD 250, Diophantus considered the equation : where a and c are fixed numbers and x and y are the variables to be solved for.
Books IV to VII of Diophantus’ Arithmetica in the Arabic translation attributed to Qusṭā ibn Lūqā, Heidelberg: Springer-Verlag, 1982.
Diophantus's main work, the Arithmetica, was translated into Arabic by Qusta ibn Luqa (820–912).
Diophantus was always satisfied with a rational solution and did not require a whole number which means he accepted fractions as solutions to his problems.
Diophantus' work created a foundation for work on algebra and in fact much of advanced mathematics is based on algebra.
It should be mentioned here that Diophantus never used general methods in his solutions.
The mathematical study of Diophantine problems that Diophantus initiated is now called Diophantine analysis.
The Platonic sequence itself can be derived by following the steps for 'splitting the square' described in Diophantus II.
The Porisms Diophantus himself refers to a work which consists of a collection of lemmas called The Porisms (or Porismata), but this book is entirely lost.
There is no evidence that suggests Diophantus even realized that there could be two solutions to a quadratic equation.
Common combinations with diophantus
These word pairs occur most frequently in English texts:
- of diophantus 3×
- diophantus was 2×
- that diophantus 2×