Tensor-product coaction functors

The problem we address here is: How to fill such a hole in a Catmull & Clark surface with exactly n tensor product patches that meet the surrounding bicubic patch network and

Rural inhabitants in KwaZulu Natal and Northern Province were more likely to be aware of these services than those living in urban or metropolitan area, whilst formal dwellers for

We prove some analogues for coaction functors of results of [BEW]; for example, coaction functors that are functorial for generalized homomorphisms in the sense of Definition

Total derived functors are defined by the same formulas for dg algebras as for ordinary algebras (see section 4.5).. What we actually want here is the tensor product over Λ, not

However, Katayama used what are nowadays called reduced coactions; more recently, crossed-product duality has been reworked in terms of Raeburn’s full coactions, and the modern

To help prepare for the study of coaction functors associated to large ideals, in Section 5 we introduce decreasing coaction functors, and show how Morita compatibility takes

The numerical solution can then be computed using the fast tensor-product solver given by Algorithm 6 in each element.. We therefore expect exponential

In Chapter 2 we look into the tensor product and flat modules, which we will use to prove the first step in our goal, namely that finitely generated projective modules over k[x 1 ,