The Auslander Algebra is a work of Maurice Auslander a famous American Mathematician. His work was an Artin Algebra representation. An Artin Algebra is an Auslander Algebra if gl dim Γ ≤ 2 and if 0→Γ→I→J→K→0 is a minimal injective resolution of Γ then I and J are projective Γ-modules; where Γ is the Artin Algebra. Try out this quiz.
Integrated modules
Indecomposable module
Projective module
Isomorphic module
1874
1870
1974
1989
Term
Natural value
Module
Field
Constant
Value for Artin constant
Variable
Function
Integers
Natural Number
Rational number
Constant
∆
μ
Λ
Γ
Module
Endomorphism
Homomorphism
Artin
Γ ≤ 2
Γ ≥ 2
Γ < 1
Γ > 2
Reinten
Becleau
Herin
Phills
Budding of Fl
Blossom of flowers
Quasi Hereditary
Passing of Gene