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- Bloch_sphere abstract "In quantum mechanics, the Bloch sphere is a geometrical representation of the pure state space of a two-level quantum mechanical system (qubit), named after the physicist Felix Bloch.Quantum mechanics is mathematically formulated in Hilbert space or projective Hilbert space.The space of pure states of a quantum system is given by the one-dimensional subspaces of the corresponding Hilbert space (or the "points" of the projective Hilbert space).In a two-dimensional Hilbert space this is simply the complex projective line, which is a geometrical sphere.The Bloch sphere is a unit 2-sphere, with each pair of antipodal points corresponding to mutually orthogonal state vectors.The north and south poles of the Bloch sphere are typically chosen to correspond to the standard basis vectors and , respectively,which in turn might correspond e.g. to the spin-up and spin-down states of an electron.This choice is arbitrary, however.The points on the surface of the sphere correspond to the pure states of the system, whereas the interior points correspond to the mixed states.The Bloch sphere may be generalized to an n-level quantum system but then the visualization is less useful.In optics, the Bloch sphere is also known as the Poincaré sphere and specifically represents different types of polarizations. See the Jones Vector for a detailed list of the 6 common polarization types and how they map on to the surface of this sphere.The natural metric on the Bloch sphere is the Fubini–Study metric.".
- Bloch_sphere thumbnail Bloch_Sphere.svg?width=300.
- Bloch_sphere wikiPageExternalLink RabiOscillations.html.
- Bloch_sphere wikiPageExternalLink jpconf6_30_002.pdf.
- Bloch_sphere wikiPageID "729572".
- Bloch_sphere wikiPageRevisionID "601946326".
- Bloch_sphere hasPhotoCollection Bloch_sphere.
- Bloch_sphere subject Category:Projective_geometry.
- Bloch_sphere subject Category:Quantum_mechanics.
- Bloch_sphere comment "In quantum mechanics, the Bloch sphere is a geometrical representation of the pure state space of a two-level quantum mechanical system (qubit), named after the physicist Felix Bloch.Quantum mechanics is mathematically formulated in Hilbert space or projective Hilbert space.The space of pure states of a quantum system is given by the one-dimensional subspaces of the corresponding Hilbert space (or the "points" of the projective Hilbert space).In a two-dimensional Hilbert space this is simply the complex projective line, which is a geometrical sphere.The Bloch sphere is a unit 2-sphere, with each pair of antipodal points corresponding to mutually orthogonal state vectors.The north and south poles of the Bloch sphere are typically chosen to correspond to the standard basis vectors and , respectively,which in turn might correspond e.g. ".
- Bloch_sphere label "Bloch sphere".
- Bloch_sphere label "Bloch-Kugel".
- Bloch_sphere label "Bloch-vector".
- Bloch_sphere label "Esfera de Bloch".
- Bloch_sphere label "Sfera Blocha".
- Bloch_sphere label "Sfera di Bloch".
- Bloch_sphere label "Sphère de Bloch".
- Bloch_sphere label "كرة بلوخ".
- Bloch_sphere label "ブロッホ球".
- Bloch_sphere label "布洛赫球面".
- Bloch_sphere sameAs Bloch-Kugel.
- Bloch_sphere sameAs Σφαίρα_Μπλοχ.
- Bloch_sphere sameAs Esfera_de_Bloch.
- Bloch_sphere sameAs Sphère_de_Bloch.
- Bloch_sphere sameAs Sfera_di_Bloch.
- Bloch_sphere sameAs ブロッホ球.
- Bloch_sphere sameAs Bloch-vector.
- Bloch_sphere sameAs Sfera_Blocha.
- Bloch_sphere sameAs m.0369rp.
- Bloch_sphere sameAs Q884593.
- Bloch_sphere sameAs Q884593.
- Bloch_sphere wasDerivedFrom Bloch_sphere?oldid=601946326.
- Bloch_sphere depiction Bloch_Sphere.svg.
- Bloch_sphere isPrimaryTopicOf Bloch_sphere.
