On the invariant theory for tame tilted algebras
C Chindris - Algebra & Number Theory, 2013 - msp.org
We show that a tilted algebra A is tame if and only if for each generic root d of A and each
indecomposable irreducible component C of mod (A, d), the field of rational invariants k (C) …
indecomposable irreducible component C of mod (A, d), the field of rational invariants k (C) …
[PDF][PDF] ON THE INVARIANT THEORY FOR TAME TILTED ALGEBRAS
C CHINDRIS - arXiv preprint arXiv:1109.2915, 2011 - researchgate.net
We show that a tilted algebra A is tame if and only if for each generic root d of A and each
indecomposable irreducible component C of mod (A, d), the field of rational invariants k (C) …
indecomposable irreducible component C of mod (A, d), the field of rational invariants k (C) …
On the invariant theory for tame tilted algebras
C Chindris - arXiv, 2011 - dml.mathdoc.fr
We show that a tilted algebra $ A $ is tame if and only if for each generic root $\dd $ of $ A $
and each indecomposable irreducible component $ C $ of $\module (A,\dd) $, the field of …
and each indecomposable irreducible component $ C $ of $\module (A,\dd) $, the field of …
On the invariant theory for tame tilted algebras
C Chindris - arXiv preprint arXiv:1109.2915, 2011 - arxiv.org
We show that a tilted algebra $ A $ is tame if and only if for each generic root $\dd $ of $ A $
and each indecomposable irreducible component $ C $ of $\module (A,\dd) $, the field of …
and each indecomposable irreducible component $ C $ of $\module (A,\dd) $, the field of …
[PDF][PDF] ON THE INVARIANT THEORY FOR TAME TILTED ALGEBRAS
C CHINDRIS - arXiv preprint arXiv:1109.2915, 2011 - Citeseer
We show that a tilted algebra A is tame if and only if for each generic root d of A and each
indecomposable irreducible component C of mod (A, d), the field of rational invariants k (C) …
indecomposable irreducible component C of mod (A, d), the field of rational invariants k (C) …
On the invariant theory for tame tilted algebras
C Chindris - 2013 - projecteuclid.org
We show that a tilted algebra A is tame if and only if for each generic root d of A and each
indecomposable irreducible component C of mod (A, d), the field of rational invariants k (C) …
indecomposable irreducible component C of mod (A, d), the field of rational invariants k (C) …
[PDF][PDF] ON THE INVARIANT THEORY FOR TAME TILTED ALGEBRAS
C CHINDRIS - 2011 - scholar.archive.org
We show that a tilted algebra A is tame if and only if for each generic root d of A and each
indecomposable irreducible component C of mod (A, d), the field of rational invariants k (C) …
indecomposable irreducible component C of mod (A, d), the field of rational invariants k (C) …
On the invariant theory for tame tilted algebras
C Chindris - arXiv e-prints, 2011 - ui.adsabs.harvard.edu
We show that a tilted algebra $ A $ is tame if and only if for each generic root $\dd $ of $ A $
and each indecomposable irreducible component $ C $ of $\module (A,\dd) $, the field of …
and each indecomposable irreducible component $ C $ of $\module (A,\dd) $, the field of …
[PDF][PDF] ON THE INVARIANT THEORY FOR TAME TILTED ALGEBRAS
C CHINDRIS - 2011 - Citeseer
We show that a tilted algebra A is tame if and only if for each generic root d of A and each
indecomposable irreducible component C of mod (A, d), the field of rational invariants k (C) …
indecomposable irreducible component C of mod (A, d), the field of rational invariants k (C) …