… In Section 5, we consider the effect of Long–Moody functors on strong and weak … section,
we choose the functor which will play the role of that parameter introduced in the next section. …

… representability of the natural functor in algebraic geometry. In the third section we will show
how … , and we want to generalize this construction to any functor between categories c and P …

… -coresolving subcategory induces fully faithful functors between the absolute derived and …
induced triangulated functor is a triangulated equivalence. This is the material of our Section 7. …

… study monoids (generalized Green functors) over it. For one of these generalized Green
functors, we define … In this section we define the center of a Green functor A, to be another Green …

… simple modules over Green biset functors. The aim of this paper is to solve the classification
problem for the functor of section Burnside rings. Section Burnside rings are introduced by …

… This approach has been generalized to oriented closed 3… Our main result is the description
of module functors in terms of … Our aim in this section is to state this fact more precisely. …

… an IAS interpretation of GADTs as functors on Set. Further, we … the word “generalized” in the
moniker “generalized algebraic … In this section, we show that, by contrast with the situation for …

… We generalize this to a notion of splittability for norms on a fiber functor which plays a key …
Finally, in Section 4, we use our results on normed fiber functors to give in Theorem 4.16 our …

… new adjoint functor theorem specific to the \(\alpha \)-accessible functors out of \({\mathcal
{K}}\). Afterwards we generalize these results … We can now prove the main result of this section: …

… Secondly, as we recall it in section 2.2, we allow our strict polynomial functors to have
infinite… In order to generalize the result of corollary 5.6 to more general functors π and ρ, we will …