Is it possible to triangulate the category of Hilbert spaces and bounded linear operators?
I assume that one candidate for triangulation is the double dual space.
What is a fact is that this category is additive, which is nice.
Is it possible to triangulate the category of Hilbert spaces and bounded linear operators?
I assume that one candidate for triangulation is the double dual space.
What is a fact is that this category is additive, which is nice.
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