Category:Geometry
Geometry PortalGeometry is the branch of mathematics dealing with spatial relationships. From experience, or possibly intuitively, people characterize space by certain fundamental qualities, which are termed axioms in geometry. Such axioms are insusceptible to proof, but can be used in conjunction with mathematical definitions for points, straight lines, curves, surfaces, and solids to draw logical conclusions.
This category lists articles about geometry.
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Subcategories
This category has the following 27 subcategories, out of 32 total.
A
C
D
D cont.
E
F
G
H
I
M
P
R
Pages in category "Geometry"
The following 173 pages are in this category, out of 210 total. Updates to this list can occasionally be delayed for a few days.
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A
- Adjacent
- Affine arithmetic
- Ambient space
- Analytic geometry
- Anderson's theorem
- Angular eccentricity
- Antiparallelogram
- Apothem
- Archimedes' use of infinitesimals
- Axis angle
B
C
- Cell (geometry)
- Centerpoint (geometry)
- Chebyshev center
- Chirality (mathematics)
- Circle packing theorem
- Circumference
- Coaxial
- Codimension
- Colatitude
- Compactness measure of a shape
- Complex convexity
- Complex geometry
- Complex line
- Complex polytope
- Complex reflection group
- Concentric
- Cone (linear algebra)
- Configuration (mathematics)
- Convex body
- Convex cone
- Coplanarity
- Corresponding sides
- Covering radius
- Coxeter group
- Curvature of a measure
D
- Dehn plane
- Digital geometry
- Dimensional metrology
- Direction (geometry, geography)
- Dividing a circle into areas
- Duocylinder
- Duoprism
E
E cont.
F
- Facet (mathematics)
- First Hurwitz triplet
- Flatness
- Flexagon
- Ford circle
- Fundamental plane (spherical coordinates)
G
- General position
- Geometric data analysis
- Geometric function theory
- The Geometry Center
- Geometry and topology
- Geometry processing
- Geometry template
- Gromov's inequality for complex projective space
- Gromov's systolic inequality for essential manifolds
- Gyroid
H
- Ham sandwich theorem
- Hatch mark
- Heilbronn triangle problem
- Helmert transformation
- Hermite constant
- Hexagon
- History of geometry
- Homogeneous space
- Homothetic transformation
- Horizontal plane
- Householder transformation
- Huzita-Hatori axioms
- Hyperbolic geometry
- Hyperbolic spiral
- Hyperboloid model
- Hypercycle (geometry)
I
- Incidence geometry (structure)
- Incidence structure
- Infinitely near point
- Integral geometry
- Introduction to systolic geometry
- Inversive geometry
- Inversive plane
- Isometric illusion
- Isometry
J
K
L
- Lateral surface
- Lattice plane
- Line moiré
- Line-line intersection
- Linear space (geometry)
- Linearly separable
- Lipschitz domain
L cont.
M
- Matroid
- Meander (mathematics)
- Menger curvature
- Miller index
- Minimum bounding box
- Minimum bounding rectangle
- Minkowski diagram
- Minkowski space
- Minkowski's first inequality for convex bodies
- Minkowski-Steiner formula
- Moiré pattern
- Monge's theorem
N
O
P
- Parabolic geometry
- Partial linear space
- Peaucellier-Lipkin linkage
- Penrose triangle
- Perpendicular
- Plane curve
- Poincaré disk model
- Point groups in two dimensions
- Polar distance (geometry)
- Polar sine
- Polychoron
- Polygon
- Polyhedron
- Polytope
- Porism
- Position vector
- Pregeometry (model theory)
- Prismatic surface
Q
R
- Radius
- Real tree
- Reciprocal lattice
- Reference point
- Reflection group
- Regular Division of the Plane
- Relative dimension
- Robbins constant
- Rodrigues' rotation formula
S
- Sacred geometry
- Scaling (geometry)
- Secant line
- Shape moiré
- Shephard's problem
- Small-angle approximation
- Solid angle
- Sphere-world
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