On degenerations and extensions of finite dimensional modules
K Bongartz - Advances in Mathematics, 1996 - Elsevier
We derive a cancellation theorem for degenerations of modules that says in particular, that
projective or injective common direct summands can always be neglected. Combining the …
projective or injective common direct summands can always be neglected. Combining the …
[PDF][PDF] Completely separating algebras
P Draxler - Journal of Algebra, 1994 - core.ac.uk
It is conjectured in [Pe2] that a so-called good algebra A is of tame representation type if and
only if its Tits form q, is weakly non-negative. In [Ke, MP, Pe 1, PT] the validity of this …
only if its Tits form q, is weakly non-negative. In [Ke, MP, Pe 1, PT] the validity of this …
A Strong Gram Classification of Non-negative Unit Forms of Dynkin Type 𝔸 r
JA Jiménez González - Fundamenta Informaticae, 2024 - content.iospress.com
An integral quadratic form q: ℤ n→ ℤ is usually identified with a bilinear form 𝕓∨ q: ℤ n× ℤ
n→ ℤ satisfying q (x)= 𝕓∨ q (x, x) for any vector x in ℤ n, and such that its Gram matrix with …
n→ ℤ satisfying q (x)= 𝕓∨ q (x, x) for any vector x in ℤ n, and such that its Gram matrix with …
A strong Gram classification of non-negative unit forms of Dynkin type A
JAJ Gonzalez - Fundamenta Informaticae, 2024 - fi.episciences.org
An integral quadratic form q: Zn Ñ Z is usually identified with a bilinear form qq: Zn ˆ Zn Ñ Z
satisfying qpxq “qqpx, xq for any vector x in Zn, and such that its Gram matrix with respect to …
satisfying qpxq “qqpx, xq for any vector x in Zn, and such that its Gram matrix with respect to …
Special biserial algebras with no outer derivations
I Assem, JC Bustamante, PL Meur - arXiv preprint arXiv:1107.5099, 2011 - arxiv.org
Let $ A $ be a special biserial algebra over an algebraically closed field. We show that the
first Hohchshild cohomology group of $ A $ with coefficients in the bimodule $ A $ vanishes …
first Hohchshild cohomology group of $ A $ with coefficients in the bimodule $ A $ vanishes …
Degenerations in a class of matrix varieties and prinjective modules
J Kosakowska - Journal of Algebra, 2003 - Elsevier
Let K be an algebraically closed field and let I be a finite partially ordered set. To any vector
v∈ NI we associate the irreducible variety Mat vI with an action of the algebraic group G vI …
v∈ NI we associate the irreducible variety Mat vI with an action of the algebraic group G vI …
Modules determined by their tops and socles
K Bongartz, SO Smalø - Proceedings of the American Mathematical Society, 1986 - ams.org
MODULES DETERMINED BY THEIR TOPS AND SOCLES Page 1 proceedings of the
american mathematical society Volume %. Number 1. lanuary 19H6 MODULES DETERMINED …
american mathematical society Volume %. Number 1. lanuary 19H6 MODULES DETERMINED …
On the finiteness of the semigroup of conjugacy classes of left ideals for algebras with radical square zero
A Męcel - Colloquium Mathematicum, 2016 - infona.pl
On the finiteness of the semigroup of conjugacy classes of left ideals for algebras with radical
square zero × Close The Infona portal uses cookies, ie strings of text saved by a browser on …
square zero × Close The Infona portal uses cookies, ie strings of text saved by a browser on …
Eine bemerkung zur eulercharakteristik von algebren
P Dräxler - Communications in Algebra, 1986 - Taylor & Francis
Eine bemerkung zur eulercharakteristik von algebren Page 1 COMMUNICATIONS IN
ALGEBRA, 14(4), 707-716 (1986) EINE BEMERKUNG ZUR EULERCHARAKTERISTIK VON …
ALGEBRA, 14(4), 707-716 (1986) EINE BEMERKUNG ZUR EULERCHARAKTERISTIK VON …
Degenerations of Algebras
JA de la Peña - Representations of Algebras: Tame and Wild Behavior, 2022 - Springer
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