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Private Assets \u0026 The High Net Worth AttractionMoreover, every constant function c satisfies kckBMO = 0. Consequently, functions f and f + c have the same BMO norms whenever c is a constant. In the sequel. The BMO space consists of all the functions having bounded mean oscillation, equipped with the BMO-norm, ?�??. Note that the BMO-norm is not a real norm. Here, ?f?? is called the BMO-norm of f, and it becomes a norm on BMO after dividing out the constant functions. Bounded functions are in BMO and.
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