Sep 15, 1997 · Abstract. Let R be a field and Ω an n-element set. For k ⩽ n consider the R-vector space Mk with k-element subsets of Ω as basis. The inclusion ...

This paper studies the construction of a refinement kernel for a given operator-valued reproducing kernel such that the vector-valued reproducing kernel ...

Semantic Scholar extracted view of "Kernels of modular inclusion maps" by I. J. Siemons.

Original language, English. Pages (from-to), 309-315. Number of pages, 7. Journal, Discrete Mathematics and Applications. Volume, 174. Issue number, 1-3.

Partitionable Kernels for Mapping Kernels. ICDM '11: Proceedings of the 2011 IEEE 11th International Conference on Data Mining.

Kernels of these maps are closely related with various combinatorial problems, such as existence of \(t\)-designs, reconstruction of graphs and \(k\)-orbits of ...

Dec 7, 2020 · Kernel of R-module homomorphism inclusion ... Prove that if A is simple every R-module endomorphism is either the zero map or an isomorphism.

A method for constructing a basis in kernels of modular inclusion maps of direct products of posets appears as a corollary.

An R-module M is flat if N \mapsto N \otimes _ RM is also left exact, ie, if it is exact. Here is the precise definition.

Jan 15, 2018 · I tried to do it by hand but I got confused because I should use the construction of the tensor product, which is very complicated. All I get is ...