… modules with all finite dimensional weight spaces is a highest/lowest weight module or an
intermediate series module… We use Vα,b to denote the nontrivial irreducible sub-quotient of Vα,…

… of H, H2 be the quotient Hopt algebra of H modular H1. This … ) and there is a finite dimensional
vector space at a fixed degree… By the conditions of the theorem we can prove (see [5]) that …

… However, for most finite dimensional algebras, it is little to … Then the quotients Bm constitute
a complex B=(Bm, dm), … Firstly, we consider the chain mappings between the reduced bar …

… Then, we are allowed take the quotient of the kernel by the image, raising to the definition of
… conditions under which the persistence module can be decomposed into interval modules. …

… (V,ω) of semi-conformal vectors contains only finite nontrivial elements with the some conditions,
then (V,ω) is isomorphic to a twisted … Then we consider the quotient module V(cv ,ch,c) = …

… in the context of module categories since the fifties (see, for … is equivalent to a sub-quotient
of it. Although the category is … Note that condition (3) and its dual hold by Theorem 2.2, and …

… concentrated on the situation in which the ground rings associated with codes are finite chain
rings(see, … The submodule quotient is a linear code of length n over R, defined as follows: …

… If 7r is the quotient map of 13(T) onto the Calkin algebra Q(.F), then the C*-algebra generated
by the partial isometries {7r(Ta), … F or co E aGT, we can identify co with an infinite chain {Gi …

… For Moduli space of abelian varieties, there is classical theory of compactification of quotients
of Siegel spaces, based on reduction theory due to H. Minkowski. For locally symmetric …

… Unfortunately, the situation is qualitatively different for multiprocessors, where large and
often unpredictable latencies in memory and communications systems cannot be tolerated by …