Disambiguation evidence for Euclidean geometry via surface form

"Euclidean geometry"

Triples (41)

Triples where some other subject referred to this entity as "Euclidean geometry".

Book II (De revolutionibus orbium coelestium) → uses →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
linked to: Book II
Pythagorean theorem → field →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
John Playfair → academicDiscipline →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
De Corpore → influencedBy →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Fermat point → definedIn →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Euclid → knownFor →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Euclid → subjectOf →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Euclides adauctus et methodicus → mainSubject →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Euclides adauctus et methodicus → workExpanded →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Commentary on the Difficulties of Certain Postulates of Euclid → mainSubject →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
geometrization conjecture → hasCanonicalGeometry →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Ethics, Part I → structureModeledOn →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Tarski’s theorem on the completeness of elementary algebra and geometry → mainSubject →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Penrose stairs → defies →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Thales’ theorem → field →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Introduction to Geometry → field →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Introduction to Geometry → hasSubject →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Non-Euclidean geometry → contrastsWith →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
linked to: Non-Euclidean Geometry
ISO(n) → relatedConcept →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Playfair's axiom → field →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Elements of Geometry → fieldOfStudy →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Elements of Philosophy → influencedBy →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Elements → influenced →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Euclid's postulates → partOf →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Book II (On the Sphere and Cylinder) → influencedBy →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
linked to: Book II
Éléments de géométrie → mainSubject →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Matteo Ricci → introducedToChina →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
analytic geometry → relatedTo →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Soddy circle → hasContext →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
De prospectiva pingendi → influencedBy →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Alhambra tilings → usesMathematicalConcept →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Euclid's Optics → influencedBy →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Kreis und Kugel → hasSubject →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
geometry and topology → includesSubfield →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Nil geometry → isNot →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Miquel point → field →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Miquel circle → field →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
nine-point circle → studiedIn →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Axioms of Intuition → influencedBy →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
A Practical Application of the Principles of Geometry to the Mensuration of Superficies and Solids → appliesPrinciplesOf →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ
Ethics (Spinoza) → inspiredBy →
"Euclidean geometry"
↳ resolves to Euclidean geometry
ⓘ