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Connecting N-representability to Weyl's problem: The one particle density matrix for N = 3 and R = 6
arXiv
Authors: Mary Beth Ruskai
Year
2007
Paper ID
49988
Status
Preprint
Abstract Read
~2 min
Abstract Words
40
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Abstract
An analytic proof is given of the necessity of the Borland-Dennis conditions for 3-representability of a one particle density matrix with rank 6. This may shed some light on Klyachko's recent use of Schubert calculus to find general conditions for N-representability.
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- An analytic proof is given of the necessity of the Borland-Dennis conditions for 3-representability of a one particle density matrix with rank 6.
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