Mathematike Syntaxis

E200660

Mathematike Syntaxis, better known by its later Arabic-derived title Almagest, is Ptolemy’s foundational astronomical treatise that systematically presents the geocentric model of the cosmos and dominated Western and Islamic astronomy for over a millennium.

All labels observed (4)

Label Occurrences
Mathematike Syntaxis canonical 2
Mathematical Compilation 1
Mathematical Syntaxis 1

How this entity was disambiguated

Statements (48)

Predicate Object
instanceOf astronomical treatise
scientific work
aim to provide a comprehensive mathematical model of the heavens
alternativeName Almagest
ArabicTitleDerivedFrom Almagest
surface form: al-Majisti
associatedWith Ptolemaic system
surface form: Ptolemaic cosmology
assumes finite spherical cosmos
author Claudius Ptolemaeus
surface form: Claudius Ptolemy
basedOn Hipparchus’s observations
earlier Greek astronomical traditions
centralConcept uniform circular motion
contains star catalogue
trigonometric tables
cosmologicalAssumption Earth at the center of the universe
describes geocentric model of the cosmos
discusses precession of the equinoxes
dominantIn Islamic astronomy
Western astronomy
focusesOn fixed stars
lunar motion
planetary motions
solar motion
followedBy commentaries in the Islamic Golden Age
medieval Latin commentaries
genre mathematical astronomy
hasLatinTitle Almagest
historicalSignificance standard reference for astronomical calculations in antiquity and the Middle Ages
influenced Renaissance astronomy
medieval European astronomy
medieval Islamic astronomy
numberOfBooks 13
originalLanguage Ancient Greek
periodOfDominance over a millennium
placeOfOrigin Alexandria
precededBy Hipparchus
surface form: works of Hipparchus
presents Ptolemaic system
structure systematic presentation of astronomical theory and models
subject astronomy
supportsModel geocentrism
timeOfComposition 2nd century
titleMeaning Mathematike Syntaxis self-linksurface differs
surface form: Mathematical Compilation
translatedInto Arabic
Latin
uses chord function
deferents
eccentrics
epicycles
equant point

How these facts were elicited

Referenced by (5)

Full triples — surface form annotated when it differs from this entity's canonical label.

Claudius Ptolemaeus notableWork Mathematike Syntaxis
Almagest originalTitle Mathematike Syntaxis
Almagest alsoKnownAs Mathematike Syntaxis
this entity surface form: Mathematical Syntaxis
Philo of Byzantium notableWork Mathematike Syntaxis
this entity surface form: Mechanike syntaxis
Mathematike Syntaxis titleMeaning Mathematike Syntaxis self-linksurface differs
this entity surface form: Mathematical Compilation