geometry

Computing portal

Here is a list of articles in the Geometry category of the Computing portal that unifies foundations of mathematics and computations using computers.

| Pages in this category should be moved to subcategories where applicable. This category may require frequent maintenance to avoid becoming too large. It should directly contain very few, if any, pages and should mainly contain subcategories.

|

The main article for this category is Geometry.

Geometry is the branch of mathematics dealing with spatial relationships. The word Geometry means to measure the earth. 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.

## Contents

* Top
* 0–9
* A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

## Subcategories

This category has the following 11 subcategories, out of 11 total.

###

* Geometers (3 C, 219 P)

* Space (6 C, 36 P)

* Theorems in geometry (8 C, 45 P)

### C

* Geometry in computer vision (33 P)

### D

* Duality theories (2 C, 59 P)

### H

* Homogeneous spaces (2 C, 17 P)

### M

* Geometric measurement (3 C, 16 P)

### O

* Orientation (geometry) (2 C, 104 P)

### S

* Symmetry (10 C, 129 P)

### T

* Topology (24 C, 250 P)

* Transformation (function) (1 C, 20 P)

## Pages in category "Geometry"

The following 156 pages are in this category, out of 156 total.

###

* Geometry
* Geometry and topology
* List of geometry topics
* Outline of geometry

### *

* Physics:Pregeometry
* Pregeometry (model theory)
* Synthetic geometry

### 6

* 600-cell

### A

* Abelian Lie group
* Acylindrically hyperbolic group
* Adjoint surface
* Affine unimodular group
* Ageometresia
* Almgren–Pitts min-max theory
* Ambient space
* Physics:Amplituhedron
* Analyst's traveling salesman theorem
* Angular unit
* Apollonius problem
* Approximate tangent space
* Arithmetic billiards
* Arnold invariants
* Asymptotic geometry
* Auxiliary line
* Axis-aligned object

### B

* Base change theorems
* Biology:Bayesian model of computational anatomy
* Biology:Group actions in computational anatomy
* Behrend function
* Bianchi congruence
* Boundary problem in geography
* Bridgeland stability condition
* Buffer analysis
* Busemann function

### C

* Cactoid
* Cat's cradle
* Categorical trace
* Cavalieri's principle
* Chord (geometry)
* Coaxial
* Complex line
* Complex reflection group
* Biology:Computational anatomy
* Confocal conics
* Congruence of lines
* Conjugate net
* Corner-point grid
* Corresponding sides and corresponding angles
* Coxeter decompositions of hyperbolic polygons
* Cramer–Castillon problem
* Cubinder
* Curved structures

### D

* Datum reference
* Physics:Deformation
* Deformation over a principal base
* Deformed Hermitian Yang–Mills equation
* Diffeomorphometry
* Dual bundle

### E

* Edge tessellation
* Egan conjecture
* Equi-affine geometry
* Equichordal point
* Euler theorem
* Exsphere (polyhedra)

### F

* Fat object
* Fat object (geometry)
* Finite subdivision rule
* Flatness (mathematics)

### G

* Genus g surface
* Geometric logic
* Geometric rigidity
* Geometric separator
* Geometric set cover problem
* Geometric transformation
* Geometrothermodynamics
* Geometry Center
* Geometry of binary search trees
* Geometry processing
* Geometry template
* Golden ellipse
* Gram–Euler theorem
* Great ellipse

### H

* Hart circle
* Haruki's Theorem
* Hatch mark
* Huzita–Hatori axioms
* Hyperbolization procedures

### I

* Index of sphericity
* Inertia stack
* Infinitely near point
* Interval
* Inverse Pythagorean theorem
* Isogonal

### L

* Lacunarity
* Laguerre transformations
* Large deformation diffeomorphic metric mapping
* Lateral surface
* Lattice plane
* Lill's method
* Limit group
* Line moiré
* Line of sight
* Linear separability
* Link (geometry)
* Lipschitz domain
* Local coordinates

### M

* Geometric measure theory
* Manipulability ellipsoid
* Mathematical visualization
* Mean line segment length
* Median (of a triangle)
* Minimum bounding box
* Minkowski content
* Minkowski diagram
* Minkowski plane
* Physics:Minkowski space
* Minkowski–Steiner formula
* Moiré pattern
* Multicover bifiltration

### N

* Newton–Gauss line
* Nicomedes conchoid
* Non-Archimedean geometry
* Noncommutative projective geometry

### P

* Projective geometry
* Partial linear space
* Pascal limaçon
* Perfect rectangle
* Perspective geological correlation
* DMelt:Plots/Interactive Geometry
* Point-normal triangle

### Q

* Quadratic set
* Quasisymmetric map

### R

* Rabatment of the rectangle
* Real tree
* Right circular cylinder

### S

* Schema for horizontal dials
* Shape moiré
* Similarity (geometry)
* Simons cone
* Simplicial link
* Space
* Spacetime diagram
* Spectral dimension
* Squeeze mapping
* Strähle construction
* Sum of angles of a triangle
* Superellipsoid
* Superquadrics
* Supporting line
* Symmetry
* Symmetry group

### T

* Transversality
* Transversality (mathematics)
* Trilateration

### V

* Physics:Versor
* Vertical and horizontal

Retrieved from "https://handwiki.org/wiki/index.php?title=Category:Geometry&oldid=516778"