Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Pauli_matrices> ?p ?o. }
Showing items 1 to 44 of
44
with 100 items per page.
- Pauli_matrices abstract "In mathematical physics and mathematics, the Pauli matrices are a set of three 2 × 2 complex matrices which are Hermitian and unitary. Usually indicated by the Greek letter sigma (σ), they are occasionally denoted by tau (τ) when used in connection with isospin symmetries. They arewhich may be compacted into a single expression using the Kronecker delta,These matrices are named after the physicist Wolfgang Pauli. In quantum mechanics, they occur in the Pauli equation which takes into account the interaction of the spin of a particle with an external electromagnetic field.Each Pauli matrix is Hermitian, and together with the identity matrix I (sometimes considered as the zeroth Pauli matrix σ0), the Pauli matrices (multiplied by real coefficients) span the full vector space of 2 × 2 Hermitian matrices. In the language of quantum mechanics, Hermitian matrices are observables, so the Pauli matrices span the space of observables of the 2-dimensional complex Hilbert space. In the context of Pauli's work, σk is the observable corresponding to spin along the kth coordinate axis in three-dimensional Euclidean space ℝ3.The Pauli matrices (after multiplication by i to make them anti-Hermitian), also generate transformations in the sense of Lie algebras: the matrices iσ1, iσ2, iσ3 form a basis for , which exponentiates to the spin group SU(2), and for the identical Lie algebra , which exponentiates to the Lie group SO(3) of rotations of 3-dimensional space. The algebra generated by the three matrices σ1, σ2, σ3 is isomorphic to the Clifford algebra of ℝ3, called the algebra of physical space.".
- Pauli_matrices wikiPageID "24868".
- Pauli_matrices wikiPageRevisionID "606039316".
- Pauli_matrices hasPhotoCollection Pauli_matrices.
- Pauli_matrices subject Category:Articles_containing_proofs.
- Pauli_matrices subject Category:Lie_groups.
- Pauli_matrices subject Category:Matrices.
- Pauli_matrices subject Category:Rotational_symmetry.
- Pauli_matrices type Abstraction100002137.
- Pauli_matrices type Arrangement107938773.
- Pauli_matrices type Array107939382.
- Pauli_matrices type Group100031264.
- Pauli_matrices type LieGroups.
- Pauli_matrices type Matrices.
- Pauli_matrices type Matrix108267640.
- Pauli_matrices comment "In mathematical physics and mathematics, the Pauli matrices are a set of three 2 × 2 complex matrices which are Hermitian and unitary. Usually indicated by the Greek letter sigma (σ), they are occasionally denoted by tau (τ) when used in connection with isospin symmetries. They arewhich may be compacted into a single expression using the Kronecker delta,These matrices are named after the physicist Wolfgang Pauli.".
- Pauli_matrices label "Macierze Pauliego".
- Pauli_matrices label "Matrices de Pauli".
- Pauli_matrices label "Matrices de Pauli".
- Pauli_matrices label "Matrici di Pauli".
- Pauli_matrices label "Matrizes de Pauli".
- Pauli_matrices label "Pauli matrices".
- Pauli_matrices label "Pauli-Matrizen".
- Pauli_matrices label "Pauli-matrix".
- Pauli_matrices label "Матрицы Паули".
- Pauli_matrices label "مصفوفات باولي".
- Pauli_matrices label "パウリ行列".
- Pauli_matrices label "泡利矩陣".
- Pauli_matrices sameAs Pauliho_matice.
- Pauli_matrices sameAs Pauli-Matrizen.
- Pauli_matrices sameAs Matrices_de_Pauli.
- Pauli_matrices sameAs Matrices_de_Pauli.
- Pauli_matrices sameAs Matrici_di_Pauli.
- Pauli_matrices sameAs パウリ行列.
- Pauli_matrices sameAs 파울리_행렬.
- Pauli_matrices sameAs Pauli-matrix.
- Pauli_matrices sameAs Macierze_Pauliego.
- Pauli_matrices sameAs Matrizes_de_Pauli.
- Pauli_matrices sameAs m.066wx.
- Pauli_matrices sameAs Q336233.
- Pauli_matrices sameAs Q336233.
- Pauli_matrices sameAs Pauli_matrices.
- Pauli_matrices wasDerivedFrom Pauli_matrices?oldid=606039316.
- Pauli_matrices isPrimaryTopicOf Pauli_matrices.