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List of algebraic constructions
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List of algebraic constructions : ウィキペディア英語版
List of algebraic constructions
An algebraic construction is a method by which an
algebra
ic entity is defined or derived from another.
Instances include:
*
Cayley–Dickson construction
*
Proj construction
*
Grothendieck group
*
Gelfand–Naimark–Segal construction
*
Ultraproduct
*
ADHM construction
*
Burnside ring
*
Simplicial set
*
Fox derivative
*
Mapping cone (homological algebra)
*
Prym variety
*
Todd class
*
Adjunction (field theory)
*
Vaughan Jones construction
*
Strähle construction
*
Coset construction
*
Plus construction
*
Algebraic K-theory
*
Gelfand–Naimark–Segal construction
*
Stanley–Reisner ring
construction
*
Quotient ring construction
*
Ward's twistor construction
*
Hilbert symbol
*
Hilbert's arithmetic of ends
*
Colombeau's construction
*
Vector bundle
*
Integral monoid ring
construction
*
Integral group ring
construction
* Category of
Eilenberg–Moore algebra
s
*
Kleisli category
*
Adjunction (field theory)
*
Lindenbaum–Tarski algebra
construction
*
Freudenthal magic square
*
Stone–Čech compactification
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