Gauss-Bonnet theorem
elementary geometry
non-Euclidean geometry
parabolic geometry
Euclidean geometry
geometrically
Euclidean
euclidean
euclidian
geometricize
geometrical
geometral
metageometrician
Euclideanism
mean proportional
algebrogeometric
Cartesian space
Euclidian space
geometrization
geometrographic
geometrally
metageometric
Zeuthen-Segre invariant
geometrics
Schubert calculus
hyperspatial
geometrideous
differential structure
geodesicity
quasifield
symplectic
Riemannian geometry
shaped
Gaussian curvature
intercone
shape
metageometry
affine geometry
duality
describe
pushforward
geometric
primitive
cone-shaped
geometrial
conic
conic section
geomean
ellipsoid
similar
biscribed
analytic geometry
elliptic geometry
conicosubulate
radial curve
conicohemispherical
conics
direct sum
projection
directional
Ahlfors theory
imaginary geometry
conical
Plücker coordinate
conelike
hyperbolic space
homology
non-Euclidean
macrogeometry
solid geometry
Pasch's theorem
maplike
Euclid's axiom
Euclidean axiom
curvative
Euclid's postulate
right
geometrography
topologically
plane geometry
equilogical
distribution
transversality
differentiable manifold
coordinate geometry
circumlinear
line
affine
geometrician
solid
Pasch's axiom
topographically
analytical geometry

English words for 'An important statement about surfaces in differential geometry, connecting their geometry (in the sense of curvature) to their topology (in the sense of the Euler characteristic).'

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