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=== Other astronomical works === The ''Analemma'' is a short treatise where Ptolemy provides a method for specifying the location of the Sun in three pairs of locally oriented coordinate arcs as a function of the declination of the Sun, the terrestrial latitude, and the hour. The key to the approach is to represent the solid configuration in a plane diagram that Ptolemy calls the ''[[analemma]]''.<ref>{{cite book | chapter-url=https://www.brepolsonline.net/doi/pdf/10.1484/M.PALS-EB.5.120173 | doi=10.1484/M.PALS-EB.5.120173 | chapter=Mathematical Methods in Ptolemy's ''Analemma'' | title=Ptolemy's Science of the Stars in the Middle Ages | date=2020 | last1=Sidoli | first1=Nathan | pages=35–77 | isbn=978-2-503-58639-7 | s2cid=242599669 }}</ref> In another work, the ''Phaseis'' (''Risings of the Fixed Stars''), Ptolemy gave a ''parapegma'', a star [[calendar]] or [[almanac]], based on the appearances and disappearances of stars over the course of the solar year.<ref> {{cite book |last1=Evans |first1=James |url=https://books.google.com/books?id=if9ZDwAAQBAJ&pg=PA286 |title=Geminos's Introduction to the Phenomena: A translation and study of a Hellenistic survey of astronomy |last2=Berggren |first2=J. Lennart |date=5 June 2018 |publisher=Princeton University Press |isbn=978-0-691-18715-0 }} </ref> The ''[[Planisphaerium]]'' ({{Langx|el|Ἅπλωσις ἐπιφανείας σφαίρας}}, {{Lit|Flattening of the sphere}}) contains 16 propositions dealing with the projection of the celestial circles onto a plane. The text is lost in Greek (except for a fragment) and survives in Arabic and Latin only.<ref> {{cite book |last=Juste |first=D. |year=2021 |title=Ptolemy, ''Planispherium. Ptolemaeus Arabus et Latinus'', Works |url=https://ptolemaeus.badw.de/work/152?mark=%28%3Fis%29%28Planispherium%29 }} </ref> Ptolemy also erected an inscription in a temple at [[Canopus, Egypt|Canopus]], around 146–147 AD, known as the ''Canobic Inscription''. Although the inscription has not survived, someone in the sixth century transcribed it, and manuscript copies preserved it through the Middle Ages. It begins: "To the saviour god, Claudius Ptolemy (dedicates) the first principles and models of astronomy", following by a catalogue of numbers that define a system of celestial mechanics governing the motions of the Sun, Moon, planets, and stars.<ref> {{cite journal |last=Jones |first=A. |year=2005 |title=Ptolemy's ''Canobic Inscription'' and Heliodorus' observation reports |journal=SciAMVS |volume=6 |pages=53–97 |url=https://www.sciamvs.org/files/SCIAMVS_06_053-097_Jones.pdf }} </ref> In 2023, archaeologists were able to read a manuscript which gives instructions for the construction of an astronomical tool called a ''[[meteoroscope]]'' ({{math|μετεωροσκόπιον}} or {{math|μετεωροσκοπεῖον}}). The text, which comes from an eighth-century manuscript which also contains Ptolemy's ''Analemma'', was identified on the basis of both its content and linguistic analysis as being by Ptolemy.<ref> {{cite news |first=Jennifer |last=Nalewicki |date=7 April 2023 |title=Hidden Ptolemy text, printed beneath a Latin manuscript, deciphered after 200 years |website=Live Science |url=https://www.livescience.com/hidden-ptolemy-text-printed-beneath-a-latin-manuscript-deciphered-after-200-years }} </ref><ref> {{Cite journal |first1=Victor |last1=Gysembergh |first2=Alexander |last2=Jones |first3=Emanuel |last3=Zingg |first4=Pascal |last4=Cotte |first5=Salvatore |last5=Apicella |date=1 March 2023 |title=Ptolemy's treatise on the meteoroscope recovered |journal=[[Archive for History of Exact Sciences]] |volume=77 |issue=2 |pages=221–240 |doi=10.1007/s00407-022-00302-w |s2cid=257453722 |doi-access=free }}</ref> Ptolemy is also though to have produced his [[Table of Noteworthy Cities (Ptolemy)|Table of Noteworthy Cities]] as an aid to his [[Handy Tables|astronomical tables]].<ref>{{Cite thesis |last=Defaux |first=Olivier |title=The Iberian peninsula in Ptolemy's geography: origins of the coordinates and textual history |date=2017 |publisher=PRO BUSINESS digital printing Deutschland GmbH |place=Berlin |isbn=9783981638462}} pp.122-6</ref>
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