On the wave function of relativistic electron moving in a uniform
... Components A1 , A2 , A3 , A4 he obtained were rather complicated, given by a power series and exponent. They did not look like components of free bispinor. All the above mentioned solutions have disadvanteges. 1. One can easily prove that non-stationary are all solutions of the Dirac equation for th ...
... Components A1 , A2 , A3 , A4 he obtained were rather complicated, given by a power series and exponent. They did not look like components of free bispinor. All the above mentioned solutions have disadvanteges. 1. One can easily prove that non-stationary are all solutions of the Dirac equation for th ...
Establishing the Riemannian structure of space-time by
... axiomatics. Our intention is to propose postulates that lead not to the preliminary stage of a Weyl structure first, but directly to a Riemannian structure of space-time. To do so, we will not enlarge the EPS scheme, as done in all the articles cited above, but instead modify it. Torsion will thereb ...
... axiomatics. Our intention is to propose postulates that lead not to the preliminary stage of a Weyl structure first, but directly to a Riemannian structure of space-time. To do so, we will not enlarge the EPS scheme, as done in all the articles cited above, but instead modify it. Torsion will thereb ...
Why we do quantum mechanics on Hilbert spaces
... • Associate “physical quantity” Q with a mathematical object Q • Key step: Q should be part of an “algebra” • Define the “state” of a system, that leads to an expectation value for any measurement on the system. • Given a “state” and the algebra of observables, a Hilbert space can be constructed and ...
... • Associate “physical quantity” Q with a mathematical object Q • Key step: Q should be part of an “algebra” • Define the “state” of a system, that leads to an expectation value for any measurement on the system. • Given a “state” and the algebra of observables, a Hilbert space can be constructed and ...
arXiv:1501.01373v2 [physics.hist
... variables. The outcome of these considerations is that particles and their properties are not, or not entirely, real in the ontological sense. The only realities in this theory are the things that happen at the Planck scale. The things we call particles are chaotic oscillations of these Planckian q ...
... variables. The outcome of these considerations is that particles and their properties are not, or not entirely, real in the ontological sense. The only realities in this theory are the things that happen at the Planck scale. The things we call particles are chaotic oscillations of these Planckian q ...
Ch 9 Rotation
... So, rotational KE depends on I and while translational KE depends on m and v. In other words, translational KE is still ½ mv2, where v is the tangential velocity. (Translational and tangential both start with a “t.”) This is important to know for the problems later on (#’s 18 and 19). 9.3 Calculat ...
... So, rotational KE depends on I and while translational KE depends on m and v. In other words, translational KE is still ½ mv2, where v is the tangential velocity. (Translational and tangential both start with a “t.”) This is important to know for the problems later on (#’s 18 and 19). 9.3 Calculat ...
Diapositiva 1 - people@roma2
... integer that does imply that every measurement gives an integer. One could envisage a situation where two exactly equally likely outcomes are 0.80000 and 1.20000 (sharp!) and so the average is 1,0000 without having integer outcomes each time. One should discover fractionally charged real electrons b ...
... integer that does imply that every measurement gives an integer. One could envisage a situation where two exactly equally likely outcomes are 0.80000 and 1.20000 (sharp!) and so the average is 1,0000 without having integer outcomes each time. One should discover fractionally charged real electrons b ...
Impulse-Momentum
... collisions or impacts between two or more objects. • Remember - momentum depends on two quantities: – Mass – Velocity ...
... collisions or impacts between two or more objects. • Remember - momentum depends on two quantities: – Mass – Velocity ...