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
Rate this question:
1874
1870
1974
1989
Term
Natural value
Module
Field
Rate this question:
Constant
Value for Artin constant
Variable
Function
Rate this question:
Integers
Natural Number
Rational number
Constant
Rate this question:
∆
μ
Λ
Γ
Rate this question:
Module
Endomorphism
Homomorphism
Artin
Rate this question:
Γ ≤ 2
Γ ≥ 2
Γ < 1
Γ > 2
Rate this question:
Reinten
Becleau
Herin
Phills
Rate this question:
Budding of Fl
Blossom of flowers
Quasi Hereditary
Passing of Gene
Rate this question:
Quiz Review Timeline +
Our quizzes are rigorously reviewed, monitored and continuously updated by our expert board to maintain accuracy, relevance, and timeliness.
Wait!
Here's an interesting quiz for you.