Search
Menu
Home
Sources
About
Contacts
List of algebraic constructions
An
algebraic
construction
is a
method
by which an algebraic 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
Prym variety
Todd class
Adjunction
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
algebras
Kleisli category
Adjunction
Lindenbaum–Tarski algebra
construction
Freudenthal magic square
Stone–Čech compactification