nr |
titel |
auteur |
tijdschrift |
jaar |
jaarg. |
afl. |
pagina('s) |
type |
1 |
Classification of division Z n -graded alternative algebras
|
Yoshii, Yoji |
|
2002 |
256 |
1 |
p. 28-50 23 p. |
artikel |
2 |
Cofiniteness and associated primes of local cohomology modules
|
Marley, Thomas |
|
2002 |
256 |
1 |
p. 180-193 14 p. |
artikel |
3 |
Direct sum decompositions of modules, semilocal endomorphism rings, and Krull monoids
|
Facchini, Alberto |
|
2002 |
256 |
1 |
p. 280-307 28 p. |
artikel |
4 |
Forcing linearity numbers for modules over rings with nontrivial idempotents
|
Maxson, C.J. |
|
2002 |
256 |
1 |
p. 66-84 19 p. |
artikel |
5 |
Graded almost noetherian rings and applications to coalgebras
|
Cuadra, J. |
|
2002 |
256 |
1 |
p. 97-110 14 p. |
artikel |
6 |
Intrinsic centrality and associated classifying properties
|
Bourn, Dominique |
|
2002 |
256 |
1 |
p. 126-145 20 p. |
artikel |
7 |
Invariant polynomial functions on the Poisson algebra in characteristic p
|
Skryabin, Serge |
|
2002 |
256 |
1 |
p. 146-179 34 p. |
artikel |
8 |
Monoids and direct-sum decompositions over local rings
|
Kattchee, K. |
|
2002 |
256 |
1 |
p. 51-65 15 p. |
artikel |
9 |
Naturally graded quasi-filiform Lie algebras
|
Gómez, J.R. |
|
2002 |
256 |
1 |
p. 211-228 18 p. |
artikel |
10 |
Neat idempotents and tiled orders having large global dimension
|
Fujita, Hisaaki |
|
2002 |
256 |
1 |
p. 194-210 17 p. |
artikel |
11 |
On multiplicities of graded sequences of ideals
|
Mustaţǎ, Mircea |
|
2002 |
256 |
1 |
p. 229-249 21 p. |
artikel |
12 |
Representations of Cartan type Lie algebras in characteristic p
|
Shu, Bin |
|
2002 |
256 |
1 |
p. 7-27 21 p. |
artikel |
13 |
Semisimple strongly graded rings
|
Aljadeff, E. |
|
2002 |
256 |
1 |
p. 111-125 15 p. |
artikel |
14 |
Sheaves with canonical determinant on Cohen–Macaulay schemes
|
Kleppe, Jan O. |
|
2002 |
256 |
1 |
p. 250-279 30 p. |
artikel |
15 |
The normalizer property for integral group rings of Frobenius groups
|
Petit Lobão, Thierry |
|
2002 |
256 |
1 |
p. 1-6 6 p. |
artikel |
16 |
The SFT property does not imply finite dimension for power series rings
|
Coykendall, Jim |
|
2002 |
256 |
1 |
p. 85-96 12 p. |
artikel |