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Isomorphisms from the Space of Multilinear Operators

机译:来自多线性算子空间的同构

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In this article, using the Mizar system [5], [2], the isomorphisms from the space of multilinear operators are discussed. In the first chapter, two isomorphisms are formalized. The former isomorphism shows the correspondence between the space of multilinear operators and the space of bilinear operators. The latter shows the correspondence between the space of multilinear operators and the space of the composition of linear operators. In the last chapter, the above isomorphisms are extended to isometric mappings between the normed spaces. We referred to [6], [11], [9], [3], [10] in this formalization.
机译:在本文中,使用Mizar系统[5],[2],讨论了来自多线性算子空间的同构。在第一章中,两个同构被形式化。前同构表示多线性算子空间与双线性算子空间之间的对应关系。后者显示了多线性算子空间与线性算子组成空间之间的对应关系。在上一章中,上述同构扩展到了赋范空间之间的等距映射。在此形式化中,我们提到了[6],[11],[9],[3],[10]。

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