… is a canonical module of B, then T is a canonical module of A . … : L et A be a local ring with
canonical module K and let p be a … C, a canonical module of Â, namely K is a canonical module …

… Let C be a semidualizing module over a commutative Noether… class of modules, namely
C-canonical modules which are a … define a C-canonical module (or a canonical module for C) …

… that if So C S C T with So module-finite over R and So is S2 as an R-module then So= S. To
… So is a faithful R-module, we must have that there is a regular sequence c, y of length two on …

… An R-module C is called the canonical module of R if C0Rl'l ;; … ring, R has the canonical
module C and it is well known that C is the canonical module of R for every p in SUPPR(C) …

… canonical module K, (Section 3). Furthermore we construct a homogeneous map of degree d
= dim k[A] embedding the canonical module in … If T c (T we get cost, T c cost, oc d. The exact …

… tilting module TR such that End(TR) is a canonical algebra. … K, ii, C, or BNC, the basic algebra
for R is already a canonical … a cotilting B—module with endomorphism ring C = C(T). We …

… define and study the canonical topology on an analytic algebra and on analytic module. The
work … Similarly, if A is a locally convex /c-algebra, a topological A-module M is called locally …

… If B c B’ and Ai c Ai c B’ for every i, we have an induced map K&n; A; B) + K,(n; A’, B’). In
particular, K*(n; A; B) may be viewed as a subcomplex of K,(q; B,..., B; B), which is the same as …

… module of all projections (c:f. proposition 5.3). Then we reduce those syzygies to a Grabner
basis of the S~'zyg~' module of the minimal Grabner basis found before (c:f. … of the canonical …

… For small types p the module category modC over a canonical algebra C = Cp λ is well
known, that is, if the type p equals p1 2 2, 3 3 2, 4 3 2, 5 3 2, 6 3 2, 3 3 3, 4 4 2, or 2 2 2 2. In these …