Category:Definitions/Field Theory
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This category contains definitions related to Field Theory.
Related results can be found in Category:Field Theory.
Field theory is a branch of abstract algebra which studies fields and other related algebraic structures.
Subcategories
This category has the following 21 subcategories, out of 21 total.
Pages in category "Definitions/Field Theory"
The following 82 pages are in this category, out of 82 total.
A
- Definition:Absolute Value
- Definition:Absolute Value/Also known as
- Definition:Additive Group of Field
- Definition:Additive Identity
- Definition:Additive Inverse in Field
- Definition:Additive Inverse/Field
- Definition:Algebra over Field
- Definition:Algebraic Closure
- Definition:Annihilator of Ring
- Definition:Antihomomorphism/Field Antihomomorphism
C
D
F
- Definition:F-Homomorphism
- Definition:F-Isomorphism
- Definition:Field (Abstract Algebra)
- Definition:Field (Abstract Algebra)/Addition
- Definition:Field (Abstract Algebra)/Also defined as
- Definition:Field (Abstract Algebra)/Product
- Definition:Field Addition
- Definition:Field Antihomomorphism
- Definition:Field Automorphism
- Definition:Field Epimorphism
- Definition:Field Homomorphism
- Definition:Field Isomorphism
- Definition:Field Negative
- Definition:Field Norm
- Definition:Field Norm/Definition 1
- Definition:Field Norm/Definition 2
- Definition:Field Product
- Definition:Field Subtraction
- Definition:Field Theory
- Definition:Field Zero
- Definition:Finite Field
- Definition:Fixed Field