Template:General geometry/sandbox
Geometry
Projecting a
sphere
to a
plane
.
Outline
History
Branches
Euclidean
Spherical
Non-Euclidean
Elliptic
Hyperbolic
Synthetic
Analytic
Algebraic
Riemannian
Differential
Symplectic
Finite
Projective
Concepts
Features
Dimension
Compass-and-straightedge constructions
Angle
Curve
Diagonal
Orthogonal
(
Perpendicular
)
Parallel
Vertex
Congruence
Similarity
Symmetry
Zero /
One-dimensional
Point
Line
segment
ray
Length
Two-dimensional
Plane
Area
Polygon
Triangle
Altitude
Hypotenuse
Pythagorean theorem
Parallelogram
Square
Rectangle
Rhombus
Rhomboid
Quadrilateral
Trapezoid
Kite
Circle
Diameter
Circumference
Area
Three-dimensional
Volume
Cube
cuboid
Cylinder
Pyramid
Sphere
Four
- / other-dimensional
Tesseract
Hypersphere
Geometers
by name
Aida
Aryabhata
Ahmes
Alhazen
Apollonius
Archimedes
Atiyah
Baudhayana
Bolyai
Brahmagupta
Cartan
Coxeter
Descartes
Euclid
Euler
Gauss
Gromov
Hilbert
Jyeṣṭhadeva
Kātyāyana
Khayyám
Klein
Lobachevsky
Manava
Minkowski
Minggatu
Pascal
Pythagoras
Parameshvara
Poincaré
Riemann
Sakabe
Sijzi
al-Tusi
Veblen
Virasena
Yang Hui
al-Yasamin
Zhang
List of geometers
by period
BCE
Ahmes
Baudhayana
Manava
Pythagoras
Euclid
Archimedes
Apollonius
1–1400s
Zhang
Kātyāyana
Aryabhata
Brahmagupta
Virasena
Alhazen
Sijzi
Khayyám
al-Yasamin
al-Tusi
Yang Hui
Parameshvara
1400s–1700s
Jyeṣṭhadeva
Descartes
Pascal
Minggatu
Euler
Sakabe
Aida
1700s–1900s
Gauss
Lobachevsky
Bolyai
Riemann
Klein
Poincaré
Hilbert
Minkowski
Cartan
Veblen
Coxeter
Present day
Atiyah
Gromov
v
t
e
