Directory UMM :Journals:Journal_of_mathematics:TAC:
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When the category that we complete is not left exact but has some weaker kind of limit for finite diagrams, the universal property of the completion is usually stated with respect
Our purpose here is to correct the error by providing an explicit description of the finite coproduct completion of the dual of the category of connected G -sets.. The description
Motivic homology is a covariant functor on the category of schemes of finite type over k, and has the following additional properties, see [1] (the final three properties
For any topos over sets a certain left exact cosimplicial category is constructed functorially and the cat- egory of internal categories in it is investigated.. The notion of
The roots of unity representations of the cyclic groups form a Lie algebra for a certain oplax monoidal structure on the category of linear rep- resentations of C.. 2000
Since sums are filtered conical colimits of finite sums and finite sums are absolute (as biproducts), every finitely accessible preadditive category has arbitrary small sums..
The context of enriched sheaf theory introduced in the author’s thesis provides a convenient viewpoint for models of the stable homotopy category as well as categories of finite
This future is based on the ISO-index, which measures the amount of claims occurred in a certain period and reported to a participating insurance company until a certain time..
