Nicoteles of Cyrene

Nicoteles of Cyrene (Greek: Νικοτέλης ὁ Κυρηναῖος) (c. 250 BC) was a Greek mathematician from Cyrene. He is mentioned in the preface to Book 4 of the Conics of Apollonius, as criticising Conon concerning the maximum number of points with which a conic section can meet another conic section. Apollonius states that Nicoteles claimed that the case in which a conic section meets opposite sections could be solved, but had not demonstrated how.

It is possible that Nicoteles could be a misspelling of Nicomedes.

## References

### Bibliography

* Fried, Michael; Unguru, Sabetai (2001). Apollonius of Perga's Conica: Text, Context, Subtext. Mnemosyne. Leiden: Brill. ISBN 978-90-04-11977-2.
* Heath, Thomas L., ed (2002). The Works of Archimedes. Mnemosyne. Mineola, N.Y: Dover Publications. pp. 189–190. ISBN 978-0-486-42084-4.
* Fuentes González, P. P.; de Cyrène, Nicotélès (2005). Goulet, Richard. ed. Dictionnaire des Philosophes Antiques. 4. Paris: CNRS. pp. 702–703. ISBN 978-2-271-06386-1.

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Ancient Greek mathematics

Mathematicians
(timeline)|

* Anaxagoras
* Anthemius
* Archytas
* Aristaeus the Elder
* Aristarchus
* Apollonius
* Archimedes
* Autolycus
* Bion
* Bryson
* Callippus
* Carpus
* Chrysippus
* Cleomedes
* Conon
* Ctesibius
* Democritus
* Dicaearchus
* Diocles
* Diophantus
* Dinostratus
* Dionysodorus
* Domninus
* Eratosthenes
* Eudemus
* Euclid
* Eudoxus
* Eutocius
* Geminus
* Heron
* Hipparchus
* Hippasus
* Hippias
* Hippocrates
* Hypatia
* Hypsicles
* Isidore of Miletus
* Leon
* Marinus
* Menaechmus
* Menelaus
* Metrodorus
* Nicomachus
* Nicomedes
* Nicoteles
* Oenopides
* Pappus
* Perseus
* Philolaus
* Philon
* Porphyry
* Posidonius
* Proclus
* Ptolemy
* Pythagoras
* Serenus
* Simplicius
* Sosigenes
* Sporus
* Thales
* Theaetetus
* Theano
* Theodorus
* Theodosius
* Theon of Alexandria
* Theon of Smyrna
* Thymaridas
* Xenocrates
* Zeno of Elea
* Zeno of Sidon
* Zenodorus

Treatises|

* Almagest
* Archimedes Palimpsest
* Arithmetica
* Conics (Apollonius)
* Elements (Euclid)
* On the Sizes and Distances (Aristarchus)
* On Sizes and Distances (Hipparchus)
* On the Moving Sphere (Autolycus)
* The Sand Reckoner

Problems|

* Problem of Apollonius
* Squaring the circle
* Doubling the cube
* Angle trisection

Centers|

* Cyrene
* Library of Alexandria
* Platonic Academy

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