Category:Definitions/Algebraic Geometry
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This category contains definitions related to Algebraic Geometry.
Related results can be found in Category:Algebraic Geometry.
Algebraic geometry is the branch of geometry which studies objects in multi-dimensional space using the techniques of abstract algebra.
In particular, techniques from commutative algebra are mainly used.
It also encompasses the study of algebraic varieties.
Subcategories
This category has the following 11 subcategories, out of 11 total.
A
B
C
I
- Definitions/Irreducible Spaces (13 P)
R
S
- Definitions/Sheaves (2 P)
- Definitions/Stacks (5 P)
Pages in category "Definitions/Algebraic Geometry"
The following 48 pages are in this category, out of 48 total.
A
- Definition:Affine Algebraic Set
- Definition:Affine Algebraic Variety
- Definition:Affine Coordinate Ring
- Definition:Affine Open Subset
- Definition:Algebraic Geometry
- Definition:Algebraic K-Theory
- Definition:Algebraic Variety
- Definition:Arithmetic Geometry
- Definition:Artin Stack
- Definition:Associated Ideal of Subset of Affine Space
C
M
P
Q
S
- Definition:Separated Morphism of Schemes
- Definition:Sheaf Cohomology
- Definition:Sheaf of Modules Generated By Global Sections
- Definition:Sheaf of Modules Presented By Global Sections
- Definition:Sheaf on Topological Space
- Definition:Spectrum of Ring Functor
- Definition:Stack
- Definition:Structure Sheaf of Spectrum of Ring