affine geometry
Euclideanism
metageometric
non-Euclidean
tropical geometry
metageometry
geometral
Euclidean axiom
Euclid's axiom
Euclid's postulate
quasifield
metageometrician
imaginary geometry
algebrogeometric
absolute geometry
Euclidian space
conics
analytic geometry
finite geometry
non-Euclidean geometry
geometrically
Schubert calculus
Bernhard Riemann
taxicab geometry
Riemann
Georg Friedrich Bernhard Riemann
geometric
root system
Plücker coordinate
aphylactic
Cartesian space
mean proportional
penultimate
curvelessness
Tissot's indicatrix
elliptic geometry
Riemannian geometry
differentiable manifold
standard topology
inversive geometry
noneuclidean geometry
geometricize
analytical geometry
coordinate geometry
descriptive geometry
Pasch's theorem
projective geometry
anabelian
geometrylike
geometrical
plane curve
geomean
solid torus
anabelian geometry
Kodaira vanishing theorem
category theory
subcone
Neukirch-Uchida theorem
supramenable
control point
Krein-Milman theorem
Riemannian
topology
nonmanifold
equilogical
Bézout's theorem
affine
hyperbolic space
affine differential geometry
geometrally
Euclidean
Atiyah-Singer index theorem
Harnack's curve theorem
conelike
hyperspatial
cofibration
n space
taper
hyperbolic geometry
pseudorepresentation
Euclideanness
nonsqueezing
manifold
bleed edge
square the circle
symplectic
conical
circumradius
parallel postulate
second-countable
centroid
Klein geometry
Szpiro's conjecture
Platonic solid
angular defect

English words for 'The branch of geometry dealing with what can be deduced in Euclidean geometry when the notions of line length and angle size are ignored.'

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