Non-maximal rank separable states are a set of measure 0 within the set of non-maximal rank states

Details Non-maximal rank separable states are a set of measure 0 within the set of non-maximal rank states Non-maximal rank separable states are a set of measure 0 within the set of non-maximal rank states

2001-11-04

arxiv.org/abs/quant-ph/0111022v2

Physics

Quantum Physics

3 pages

Scientific paper

This paper is being withdrawn due to an error in the proof. Hao Chen has
shown the author in the two qubit case that there is an open set of three
dimensional subspaces that are spanned by separable states. This means the
author's proof is in error. The problem is that homogeneity cannot be used and
so the Jacobian needs to be computed at all points

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