Add to ORKGConcepts of quantum mechanics and linear algebraIn this Demonstration, you can display the products, commutators, or anticommutators of any two Pauli matrices. It is instructive to explore the combinations σ(+-)=σ1+(+-)iσ2 that represent spin-ladder operatorsComponente Curricular::Educação Superior::Ciências Exatas e da Terra::Físic
Probably the manuscript of the article which introduced the so-called "Pauli matrices"
In this thesis, real quantum mechanics (QM) is constructed over the field ${\cal F}\sb{P\sb0\oplus P...
Explicit segment level formulas (in terms of 3-j and 6-j symbols) for the matrix elements of a symme...
Concepts of quantum mechanics and linear algebraIn this Demonstration, you can display the products,...
The Pauli Spin Matrix representation of Spin Operators in Quantum Mechanics are explicitly demonstra...
We obtain the matrix representation of a three-spin Hamiltonian by straightforward application of th...
Early quantum theory led to some false predictions, particularly with regards to the finer details o...
Pauli discusses the properties of spin matrices and efforts toward a quantum electrodynamics
International audienceThere is a growing interest these days for the field of quantum information an...
This work presents a brief historical introduction of the development of particle physics, through ...
Pauli asks questions about the algebraic properties of certain relations and makes some remarks abou...
In two previous notes (Parts 1 and 2), we argued thta spin matrices arise when one attempts to separ...
Pauli replies to Lüders' letter of 30 June. He makes remarks about anticommutation of different spin...
Relationships among the complex numbers, quaternions, and the Pauli algebra are developed by present...
The Dirac equation follows from the linearization of Einstein’s momentum-energy equation and leads t...
Probably the manuscript of the article which introduced the so-called "Pauli matrices"
In this thesis, real quantum mechanics (QM) is constructed over the field ${\cal F}\sb{P\sb0\oplus P...
Explicit segment level formulas (in terms of 3-j and 6-j symbols) for the matrix elements of a symme...
Concepts of quantum mechanics and linear algebraIn this Demonstration, you can display the products,...
The Pauli Spin Matrix representation of Spin Operators in Quantum Mechanics are explicitly demonstra...
We obtain the matrix representation of a three-spin Hamiltonian by straightforward application of th...
Early quantum theory led to some false predictions, particularly with regards to the finer details o...
Pauli discusses the properties of spin matrices and efforts toward a quantum electrodynamics
International audienceThere is a growing interest these days for the field of quantum information an...
This work presents a brief historical introduction of the development of particle physics, through ...
Pauli asks questions about the algebraic properties of certain relations and makes some remarks abou...
In two previous notes (Parts 1 and 2), we argued thta spin matrices arise when one attempts to separ...
Pauli replies to Lüders' letter of 30 June. He makes remarks about anticommutation of different spin...
Relationships among the complex numbers, quaternions, and the Pauli algebra are developed by present...
The Dirac equation follows from the linearization of Einstein’s momentum-energy equation and leads t...
Probably the manuscript of the article which introduced the so-called "Pauli matrices"
In this thesis, real quantum mechanics (QM) is constructed over the field ${\cal F}\sb{P\sb0\oplus P...
Explicit segment level formulas (in terms of 3-j and 6-j symbols) for the matrix elements of a symme...