Category:Definitions/Norm Theory
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This category contains definitions related to Norm Theory.
Related results can be found in Category:Norm Theory.
Norm theory is the branch of functional analysis which studies norms.
Subcategories
This category has the following 7 subcategories, out of 7 total.
Pages in category "Definitions/Norm Theory"
The following 47 pages are in this category, out of 47 total.
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- Definition:Non-Archimedean
- Definition:Non-Archimedean Division Ring Norm
- Definition:Non-Archimedean Vector Space Norm
- Definition:Non-Archimedean/Metric
- Definition:Non-Archimedean/Metric/Archimedean
- Definition:Non-Archimedean/Norm (Division Ring)
- Definition:Non-Archimedean/Norm (Division Ring)/Archimedean
- Definition:Non-Archimedean/Norm (Division Ring)/Definition 1
- Definition:Non-Archimedean/Norm (Division Ring)/Definition 2
- Definition:Non-Archimedean/Norm (Vector Space)
- Definition:Non-Archimedean/Norm (Vector Space)/Archimedean
- Definition:Non-Archimedean/Norm (Vector Space)/Definition 1
- Definition:Non-Archimedean/Norm (Vector Space)/Definition 2
- Definition:Nontrivial Division Ring Norm
- Definition:Norm
- Definition:Norm on Division Ring
- Definition:Norm on Ring
- Definition:Norm Theory
- Definition:Norm/Algebra
- Definition:Norm/Division Ring
- Definition:Norm/Ring
- Definition:Norm/Ring/Multiplicative
- Definition:Norm/Ring/Submultiplicative
- Definition:Norm/Unital Algebra
- Definition:Norm/Vector Space
- Definition:Normed Algebra
- Definition:Normed Division Ring
- Definition:Normed Ring
- Definition:Normed Vector Space