Abstract We investigate the scalability of $K$-frames and derive a characterization for scalable $K$-frames.
We investigate whether or not a particular $K$-frame is scalable, as well as the existence and uniqueness of scalings.
Using the concept of trace of an operator, we analyse the possible scalings, if a given $K$-frame is scalable.
In $\mathbb{C}^{n}$, we look at the scalability of $K$-frames independently.
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