Local numerical range is analyzed for a family of circulant observables and states of composite 2 ⊗ d systems. It is shown that for any 2 ⊗ d circulant ...
Oct 10, 2014 · Abstract. A local numerical range is analyzed for a family of circulant observables and states of composite 2 ⊗ d systems.
Sep 24, 2024 · A local numerical range is analyzed for a family of circulant observables and states of composite $2 \otimes d$ systems.
Oct 10, 2014 · Abstract:A local numerical range is analyzed for a family of circulant observables and states of composite 2 \otimes d systems.
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Abstract. Local numerical range is analyzed for a family of circulant observables and states of composite 2⊗d systems. It is shown that for any 2⊗d ...
This page is a summary of: Local Numerical Range for a Class of 2 ⊗ d Hermitian Operators , Open Systems & Information Dynamics, December 2010, ...
Local numerical range is analyzed for a family of circulant observables and states of composite 2 ⊗ d systems. It is shown that for any 2 ⊗ d circulant ...
Local numerical range is analyzed for a family of circulant observables and states of composite 2 ⊗ d systems. It is shown that for any 2 ⊗ d circulant ...
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Local numerical range for a class of 2⊗ d Hermitian operators. J Jurkowski, A Rutkowski, D Chruściński. Open Systems & Information Dynamics 17 (04), 347-359, ...
Local numerical range for a class of 2⊗ d Hermitian operators. J Jurkowski, A Rutkowski, D Chruściński. Open Systems & Information Dynamics 17 (04), 347-359, ...