… of module's development and the theory of modules play … related to supplemented modules,
GS-modules and lifting modules. In … modules, such as homomorphic images, infinite (direct) …

… modules over the infinite rank Lie superalgebras ̂gl∞|∞, ̂ and ̂ , and determine the
necessary and sufficient conditions for such modules … 0 can be lifted to an action of Lie group Sp(…

… We also discuss quantizations of certain infinitedimensional … two, the C∗-action lift to an
equivariant action on the deformation-… The algebra ̂Ac is decomposed into a direct product of …

… Then B ⊗O E is a direct product of Artinian local algebras Ki over E and each Ki corresponds
to a point yi in the generic fibre of f : Spec(B) → Spec(O) so that f is unramified at yi if and …

… kG-modules under suitable conditions of G. Later, we will give an example of G for which
there are infinitely many isomorphism classes indecomposable kG-modules. After that, we will …

… It follows from the modular law that Ai must be a direct summand of Ai for all i. Warfield [13] …
can be lifted modulo every ideal of an exchange ring [10, Corollary 1.3], we name the lifting …

… the covering is d(a−b), and the total branch number of the infinity part is n(da−b − 1). Sum
up the total branch numbers of the affine part and the infinity part, we have B = n(da + db + d(a−…

… OpenJPEG reference software, which has adopted the 1-D lifting scheme to accelerate the
DWT module. Thus we focus on the Tier1 module, which takes about 90% of total computing …

… When ρp comes from an automorphic representation π of a unitary group over Q which is
compact at infinity, we show (under some technical assumption) that there is a unique locally …

… The set of all infinitely differentiable functions from R (the time axis) to R is denoted by C* (R…
The following lemma shows how to "lift” this algorithm to the level of pencils; we also identify …