The set of types of a finitely generated variety - Berman, Kiss - 1993J. Berman, E. Kiss, P. Pro¨hle, and A. Szendrei, The set of types of a finitely generated variety. To appear in Discrete Math.Berman, J., Kiss, E. W., Prőhle, P. and Szendrei, Á. , The set of ...
corresponding to the actions of groups of order 2 and 3 on Riemann surfaces of genusgare contained in the same connected component\mathcal {C}_g^{2,3}of the singular locus\mathcal {S}_g. The other components that were known to the literature were those composed of ...
In this article, we propose a mathematical formulation based on a finite horizon MDP for the complex problem of allocating dynamic capacity in radiology services considering multiple resources, different types of patients, no-show modeling, and overbooking. Our proposition incorporates two factors not ...
Recall that any vertex of a connected graph is a downer for the largest eigenvalue, see [9, Proposition 1.3.9.]. In addition, if λ≠0,−1, then the corresponding eigenvector x is unique (up to scalar multiple) and constant on each of the sets Ui and Vi (i=1,…,h); in part...
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This coexistence in IIT 3.0 can prevent the paradox’s assumption because a law that excluded the middle (i.e., any proposition must be true or true for its negation: in this case, we mean that the grains would be united or not) becomes invalid. This is one possible answer to the ...
The contribution of Proposition 3 is to provide a simple procedure to construct the σ-algebra F T and to show that the separating sets can be taken to be atoms (as long as the σ-algebra on X i is countably generated). Proposition 3 can also be used to verify whether two types ...