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  1. Hilbert spaces

    ... operations, the norm and the adjoint operation, forms a C*-algebra ; in fact, this is the motivating prototype and most important example of a C*-algebra. An element A of L( H ) is called self-adjoint or ...

    Wiki article - Anonymous (not verified) - 26/10/2015 - 17:56 - 0 comments

  2. Monogamy of entanglement

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    Wiki article - Anonymous (not verified) - 04/08/2018 - 03:53 - 0 comments

  3. Positive partial transpose

    ... of �?. Furthermore, every positive map from the C*-algebra of 2 × 2 matrices to 2 × 2 or 3 × 3 ...

    Wiki article - Anonymous (not verified) - 26/10/2015 - 17:56 - 0 comments

  4. Density matrix

    ... observables are identified to elements of an abstract C*-algebra A (that is one without a distinguished representation as an ...

    Wiki article - Anonymous (not verified) - 08/09/2020 - 13:08 - 0 comments

  5. Hermitian matrix

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    Wiki article - Anonymous (not verified) - 26/10/2015 - 17:56 - 0 comments

  6. Tensor product

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    Wiki article - Anonymous (not verified) - 03/11/2015 - 20:24 - 0 comments

  7. Entanglement

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    Wiki article - Anonymous (not verified) - 26/10/2015 - 17:56 - 0 comments

  8. Math of Quantum Information?

    2694 reads Forums:  Simple questions Hello I am am junior in high school and am deeply intrigued by quantum information and it's applications. I was wondering what math(s) must I know to understand it? I am currently...

    Forum topic - Wesley - 26/10/2015 - 17:08 - 8 comments

  9. Index of notational and terminological conventions

    ... A  *  ). From the latter usage we have the term C*-algebra. The confusion is dangerous, because physicists tend to use the ...

    Wiki article - Anonymous (not verified) - 26/10/2015 - 17:56 - 0 comments

  10. Scientific Software Developer (HPC and parallel computing) – two positions

    Job type:  Other PostDoc Tags:  HPC , Tensor Networks , quantum software Application deadline:  Wednesday, September 19, 2018 Research group:  Deep Quantum Labs ...

    Position - Biamonte - 19/08/2018 - 16:02 - 0 comments

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