We are now ready to define vector spaces. The idea is to observe that sets of column vectors, or row vectors, or more generally matrices of a given size, all come equipped with a notion of addition ...
We are now ready to define vector spaces. The idea is to observe that sets of column vectors, or row vectors, or more generally matrices of a given size, all come equipped with a notion of addition ...
Where do what come from? Linearly compact vector spaces are what fill in this blank: sets are to vector spaces as compact Hausdorff spaces are to ??? I’ll explain the exact sense in which that’s true, ...
…while it is quite interesting that the “K-theory” of Baez-Crans 2-vector bundles is K × K K \times K and that of Kapranov-Voevodsky is BDR-2K, the original hope was that there is a kind of 2-vector ...
Abstract: The concepts of abstract vector spaces are summarized and applied to such problems as the detection of binary signals in additive Gaussian noise and the maximum a posteriori estimation of ...
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