Auslander Reiten Theory is a co-work of Maurice Auslander and Idun Reiten in 1975. Their theory studies the representation theory of Artinian rings using the Sequence and quivers techniques. Try this quiz.
Dual
Deviation
Constant Variable
Domain
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Trigonometric Tripple
Vector Transpose
Transpose
Transpose ratio
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Linear
Quadratic
Complex
Abstract
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Variance
Indiscomposability
Degree
Vertex
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When the vertex is negative
When the sequence is null
When a morphism is irreducible
When there is a vector
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The sequence is in quadrant
The sequence is not split
The sequence is in decreasing order
The sequence is split
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The module B in the almost split sequence is isomorphic to D Tr A
The module A in the almost split sequence is isomorphic to D Tr C
The module A in the almost split sequence is interjective to D Tr B
The module A in the almost split sequence is not isomorphic
τ = D Tr ÷∆D
Ï„ =Â D Tr
τ = ∆D Tr
Ï„ = D.Tr
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Sequential Transposition
Translation
Translocation
Coordinate
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