… theorem is a generalization of Riemann-Roch theorem for D-modules. We generalize the
(… We show that the natural functor from the derived category of bounded complexes of AX-…

… of Guang-yu Shen is generalized (see Section 2). Note that in … Our results may be regarded
as the generalization of Shen’s … What we need to do is to prove that both functors J and K …

… The above situation can be generalized, and it achieve the notion of … functor is given by
Aθ− m X, c+ mdθ. By applying “the functor of taking global sections” ΓF (X,), we have functors …

… The reason is that we use functors to define rules about the … defined in Section 2 does
have an interpretation in -Set. … explained how to interpret the generalized inductive types in -…

… section 2, we show the H-relative stable category StmodH(RG), with the method of D. Happel([8]).
Restriction functor is a very natural functor … In section 3, we try to set up this functor, and …

… natural generalization of that of powersets with inclusion as their … Finally in SectiOn 4 We
discuss the possibility of expanding a self… Note that the above functors are well一defined by 3·3· …

… The purpose of this thesis is to generalize a collection of results in [… In this section, we will
review the definition of a power … Suppose we are given a moduli functor, which associates to …

… by natural isomorphisms between functors satisfying certain … quasi-Hopf algebra, which
is a generalization of dual quasi-Hopf … , we have the following main theorem of this section. …

… ) in this paper, and will in section 2 present the criteria to identify heads … Semantic functor
The semantic functor is assigned to xiu and … However, a generalization can be made in a verbal …

… Remark 1.3 Sometimes the underlying functor is obvious so that … word for word, from section
on initial and final topologies of … a generalization of monoid, and groupoid is a generalization …