Elements

E537783

Elements is Euclid’s foundational mathematical treatise that systematically presents the principles of geometry and number theory and became one of the most influential works in the history of mathematics.

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Elements canonical 8

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Predicate Object
instanceOf foundational work in mathematics
geometry textbook
mathematical treatise
alsoKnownAs Euclid's Elements
author Euclid
classification Euclidean geometry foundation
contains axioms
definitions
postulates
proofs
propositions
countryOfOrigin Ancient Greece
linked to: Greek Antiquity
dateWritten circa 300 BC
field geometry
mathematical logic
number theory
firstPrintedEdition circa 1482 in Venice
genre mathematical textbook
hasPart Book I
Book II
Book III
Book IV
Book IX
Book V
Book VI
Book VII
Book VIII
Book X
Book XI
Book XII
Book XIII
hasPostulate parallel postulate
influenced Bertrand Russell
Euclidean geometry
Galileo Galilei
Isaac Newton
René Descartes
Western mathematics
mathematical education
philosophy of mathematics
notableFor logical deductive structure
systematic axiomatic method
numberOfBooks 13
originalLanguage Ancient Greek
subjectOf Pythagorean theorem
incommensurables
number theory of primes and perfect numbers
plane geometry
proportion theory
solid geometry
translation Arabic translations in the Islamic Golden Age
Latin translations in late antiquity and Middle Ages
numerous modern European languages
usedAs standard mathematics textbook for centuries

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