New Path Equations in Absolute Parallelism Geometry
... In generalizing the Bazanski’s approach in the AP-geometry, three equations of paths are obtained. These equations can be considered as generalization of the geodesic equations in Riemannian geometry. Moreover, equation (17) and its first integral (21) give rise to the geodesic, (and null-geodesic u ...
... In generalizing the Bazanski’s approach in the AP-geometry, three equations of paths are obtained. These equations can be considered as generalization of the geodesic equations in Riemannian geometry. Moreover, equation (17) and its first integral (21) give rise to the geodesic, (and null-geodesic u ...
Elements of Dirac Notation
... The major point here is that there is more than one language in which to express Ψ . The most common language for chemists is coordinate space (x, y, and z, or r, 2, and N, etc.), but we shall see that momentum space offers an equally important view of the state function. It is important to recogniz ...
... The major point here is that there is more than one language in which to express Ψ . The most common language for chemists is coordinate space (x, y, and z, or r, 2, and N, etc.), but we shall see that momentum space offers an equally important view of the state function. It is important to recogniz ...
Are Complex Numbers Essential to Quantum Mechanics
... state vector. As in the case of and its complex conjugate * a product thus must also be taken here in order to create the expectation value (eigenvalue) of an observable. One move that can be made towards avoiding complex numbers in a realist interpretation of quantum mechanics involves noting E ...
... state vector. As in the case of and its complex conjugate * a product thus must also be taken here in order to create the expectation value (eigenvalue) of an observable. One move that can be made towards avoiding complex numbers in a realist interpretation of quantum mechanics involves noting E ...
