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Are there separable states $\rho$ that cannot be decomposed with less than $\operatorname{rank}(\rho)^2$ pure product states?

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glS
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Are there separable states $\rho$ that cannot be decomposed with separable pure decompositions requiring exactlyless than $\operatorname{rank}(\rho)^2$ componentspure product states?

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glS
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Are there separable states $\rho$ with separable pure decompositions requiring exactly $\operatorname{rank}(\rho)^2$ components?

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glS
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  • 115
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