On a separation of orbits in the module variety for domestic canonical algebras
P Dowbor, A Mróz - Colloquium Mathematicum, 2008 - infona.pl
P Dowbor, A Mróz
Colloquium Mathematicum, 2008•infona.plGiven a pair M, M'of finite-dimensional modules over a domestic canonical algebra Λ, we
give a fully verifiable criterion, in terms of a finite set of simple linear algebra invariants,
deciding if M and M'lie in the same orbit in the module variety, or equivalently, if M and M'are
isomorphic.
give a fully verifiable criterion, in terms of a finite set of simple linear algebra invariants,
deciding if M and M'lie in the same orbit in the module variety, or equivalently, if M and M'are
isomorphic.
Given a pair M,M' of finite-dimensional modules over a domestic canonical algebra Λ, we give a fully verifiable criterion, in terms of a finite set of simple linear algebra invariants, deciding if M and M' lie in the same orbit in the module variety, or equivalently, if M and M' are isomorphic.
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