User:Richard Pinch/Redirects: Difference between revisions
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imported>Richard Pinch |
imported>Richard Pinch |
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* [[Bell number]] | * [[Bell number]] | ||
* [[Boolean lattice]] | * [[Boolean lattice]] | ||
* [[Brouwerian lattice]] | |||
* [[Cayley-Hamilton theorem]] | * [[Cayley-Hamilton theorem]] | ||
* [[Characteristic of a field]] | * [[Characteristic of a field]] | ||
| Line 22: | Line 23: | ||
* [[Complete lattice]] | * [[Complete lattice]] | ||
* [[Complete local ring]] | * [[Complete local ring]] | ||
* [[Completely normal space]] | |||
* [[Composition series]] | * [[Composition series]] | ||
* [[Condensation point]] | * [[Condensation point]] | ||
| Line 38: | Line 40: | ||
* [[Diagonalizable matrix]] | * [[Diagonalizable matrix]] | ||
* [[Dilworth's theorem]] | * [[Dilworth's theorem]] | ||
* [[Dirichlet L-function]] | |||
* [[Dirichlet's unit theorem]] | |||
* [[Discrete topology]] | * [[Discrete topology]] | ||
* [[Discrete uniformity]] | * [[Discrete uniformity]] | ||
| Line 45: | Line 49: | ||
* [[Equivalence class]] | * [[Equivalence class]] | ||
* [[Exponent (group theory)]] | * [[Exponent (group theory)]] | ||
* [[F-sigma set]] | |||
* [[Filter base]] | * [[Filter base]] | ||
* [[First category space]] | |||
* [[First countable space]] | * [[First countable space]] | ||
* [[Formal derivative]] | * [[Formal derivative]] | ||
| Line 54: | Line 60: | ||
* [[Free semigroup]] | * [[Free semigroup]] | ||
* [[Fully invariant subgroup]] | * [[Fully invariant subgroup]] | ||
* [[G-delta space]] | |||
* [[Group isomorphism]] | * [[Group isomorphism]] | ||
* [[Hausdorff space]] | * [[Hausdorff space]] | ||
* [[Heyting algebra]] | |||
* [[Idempotent matrix]] | * [[Idempotent matrix]] | ||
* [[Index of a subgroup]] | * [[Index of a subgroup]] | ||
| Line 63: | Line 71: | ||
* [[Interval (order)]] | * [[Interval (order)]] | ||
* [[Isolated point]] | * [[Isolated point]] | ||
* [[Isometry]] | |||
* [[Join]] | * [[Join]] | ||
* [[Jordan-Dedekind chain condition]] | * [[Jordan-Dedekind chain condition]] | ||
| Line 69: | Line 78: | ||
* [[Limit point of a sequence]] | * [[Limit point of a sequence]] | ||
* [[Lindelof space]] | * [[Lindelof space]] | ||
* [[Locally compact space]] | |||
* [[Matrix addition]] | * [[Matrix addition]] | ||
* [[Matrix minor]] | * [[Matrix minor]] | ||
| Line 74: | Line 84: | ||
* [[Matrix ring]] | * [[Matrix ring]] | ||
* [[Mazur's theorem]] | * [[Mazur's theorem]] | ||
* [[Meagre space]] | |||
* [[Meet]] | * [[Meet]] | ||
* [[Mertens conjecture]] | * [[Mertens conjecture]] | ||
| Line 85: | Line 96: | ||
* [[Normal series]] | * [[Normal series]] | ||
* [[Normal space]] | * [[Normal space]] | ||
* [[Normalisation (ring theory)]] | |||
* [[Omega-accumulation point]] | * [[Omega-accumulation point]] | ||
* [[One-point compactification]] | |||
* [[Open cover]] | |||
* [[Open mapping theorem]] | |||
* [[Operator associativity]] | * [[Operator associativity]] | ||
* [[Orthocentre]] | * [[Orthocentre]] | ||
| Line 94: | Line 109: | ||
* [[Perfect field]] | * [[Perfect field]] | ||
* [[Perfect set]] | * [[Perfect set]] | ||
* [[Perfectly normal space]] | |||
* [[Power associativity]] | * [[Power associativity]] | ||
* [[Pseudo-complement]] | |||
* [[Pseudoinverse]] | * [[Pseudoinverse]] | ||
* [[Primitive element (field theory)]] | * [[Primitive element (field theory)]] | ||
* [[Projective dimension]] | * [[Projective dimension]] | ||
* [[Pseudocompact space]] | |||
* [[Ptolemy's theorem]] | * [[Ptolemy's theorem]] | ||
* [[Quotient group]] | |||
* [[Quotient semigroup]] | * [[Quotient semigroup]] | ||
* [[Ray class group]] | * [[Ray class group]] | ||
* [[Regular space]] | * [[Regular space]] | ||
* [[Regulator of a number field]] | |||
* [[Ring isomorphism]] | * [[Ring isomorphism]] | ||
* [[Scalar matrix]] | * [[Scalar matrix]] | ||
* [[Second category space]] | |||
* [[Second countable space]] | * [[Second countable space]] | ||
* [[Semimodular lattice]] | * [[Semimodular lattice]] | ||
| Line 115: | Line 136: | ||
* [[Square matrix]] | * [[Square matrix]] | ||
* [[Stirling's formula]] | * [[Stirling's formula]] | ||
* [[Stone-Čech compactification]] | |||
* [[Sub-basis (topology)]] | * [[Sub-basis (topology)]] | ||
* [[Subjunctive lattice]] | |||
* [[Subnormal series]] | * [[Subnormal series]] | ||
* [[Supremum]] | * [[Supremum]] | ||
* [[Symmetric matrix]] | * [[Symmetric matrix]] | ||
* [[Topological property]] | |||
* [[Totally disconnected space]] | * [[Totally disconnected space]] | ||
* [[Totally multiplicative function]] | * [[Totally multiplicative function]] | ||
Revision as of 02:59, 5 January 2009
Redirects that might turn into articles
I have created various redirects which may deserve their own articles.
- Adherent point
- Adjugate matrix
- Antichain
- Artin's conjecture for primitive roots
- Artin-Schreier theorem
- Ascending chain condition
- Atom (order)
- Basis (topology)
- Bell number
- Boolean lattice
- Brouwerian lattice
- Cayley-Hamilton theorem
- Characteristic of a field
- Chief series
- Closure system
- Codomain
- Commutative monoid
- Commutative ring
- Compactum
- Complemented lattice
- Complete lattice
- Complete local ring
- Completely normal space
- Composition series
- Condensation point
- Connected component
- Connectedness
- Contact point
- Coset
- Countably compact space
- Cyclic permutation
- Cyclic quadrilateral
- Degree of a polynomial
- Dense-in-itself set
- Derived group
- Derived set
- Descending chain condition
- Diagonalizable matrix
- Dilworth's theorem
- Dirichlet L-function
- Dirichlet's unit theorem
- Discrete topology
- Discrete uniformity
- Distributive lattice
- Dirichlet convolution
- Effective divisor
- Equivalence class
- Exponent (group theory)
- F-sigma set
- Filter base
- First category space
- First countable space
- Formal derivative
- Formal Dirichlet series
- Formal power series
- Formally real field
- Free monoid
- Free semigroup
- Fully invariant subgroup
- G-delta space
- Group isomorphism
- Hausdorff space
- Heyting algebra
- Idempotent matrix
- Index of a subgroup
- Indiscrete topology
- Infimum
- Inner automorphism
- Interval (order)
- Isolated point
- Isometry
- Join
- Jordan-Dedekind chain condition
- Lagrange's Theorem
- Lattice (order)
- Limit point of a sequence
- Lindelof space
- Locally compact space
- Matrix addition
- Matrix minor
- Matrix multiplication
- Matrix ring
- Mazur's theorem
- Meagre space
- Meet
- Mertens conjecture
- Metacompact space
- Möbius inversion formula
- Modular lattice
- Monic polynomial
- Mordell-Weil theorem
- Multiplicative function
- Normal closure
- Normal series
- Normal space
- Normalisation (ring theory)
- Omega-accumulation point
- One-point compactification
- Open cover
- Open mapping theorem
- Operator associativity
- Orthocentre
- Orthocompact space
- Orthogonal matrix
- Paracompact space
- Path-connected space
- Perfect field
- Perfect set
- Perfectly normal space
- Power associativity
- Pseudo-complement
- Pseudoinverse
- Primitive element (field theory)
- Projective dimension
- Pseudocompact space
- Ptolemy's theorem
- Quotient group
- Quotient semigroup
- Ray class group
- Regular space
- Regulator of a number field
- Ring isomorphism
- Scalar matrix
- Second category space
- Second countable space
- Semimodular lattice
- Separable element
- Separable extension
- Separable space
- Sequentially compact space
- Sigma-compact space
- Simple extension
- Skew-symmetric matrix
- Square matrix
- Stirling's formula
- Stone-Čech compactification
- Sub-basis (topology)
- Subjunctive lattice
- Subnormal series
- Supremum
- Symmetric matrix
- Topological property
- Totally disconnected space
- Totally multiplicative function
- Transcendence basis
- Transcendence degree
- Ultrafilter
- Uniform base
- Unital ring
- Weierstrass degree
- Weierstrass form
- Zeta distribution