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The tree monad T on Glob (the category of globular sets) described in section (9) is cartesian and, as pointed out in [Lei00], a T -operad is an operad in the monoidal globular
We saw in the prologue that the comonad Path on Cat has as its coalgebras free categories on graphs (the category of coalgebras is equivalent to the category of graphs), and that
Remark 9 The category C( A ), equipped with the set of short exact sequences that have zero connectors on homology as pure short exact sequences, is an exact category with
The quivers which are of interest in this note are, on the one hand, the 3-Kronecker quiver Q (with two vertices, say labelled 0 and 1, and three arrows 1 → 0) and, on the other
The latter consists in proving that each two-dimensional Riemannian metric of positive curvature given on the sphere is realizable as the intrinsic metric of a closed convex
To give a 2-monad on a locally-discrete 2-category is just to give a monad on the corresponding category; and thus all that has gone before can be applied to ordinary monads
An important category of production control approaches for job shop production is based on workload control (WLC) principles. The WLC con- cepts bu ! er the shop # oor against
This paper has pointed to some of the issues in demand variation, in particular those of satisfying product mix and volume variation and how the real demand signal can lose its
