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-  2017 

On the quotient shapes of vectorial spaces

DOI: 10.21857/mzvkptxze9

Keywords: Concrete category, (quotient) shape, (topological, normed) vectorial space, (continuous) linear function, quotient (topological, normed) vectorial space, dimension, infinite cardinal

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Abstract:

Sa?etak The quotient shapes of vectorial spaces are considered - algebraically and topologically, especially, of the normed spaces. In the algebraic case, all the shape classifications and the isomorphism classification coincide. However, in the general topological case and, especially, in the normed case, the quotient shape classifications are strictly coarser than the isomorphism classification

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