Space, time and Riemann zeros (Madrid, 2013)
... General covariance: dynamics of a massive particle moving in a spacetime with a metric given by U and V ...
... General covariance: dynamics of a massive particle moving in a spacetime with a metric given by U and V ...
Two types of potential functions and their use in the
... and 4. We use elements from the set up in the paper by Haven (2015). For a lot more detail, the paper by Nelson (1966) is the essential reference. The book by Paul and Baschnagel (1999) is also an excellent source (see also Haven and Khrennikov, 2013). We will follow, as in the paper by Haven (2015) ...
... and 4. We use elements from the set up in the paper by Haven (2015). For a lot more detail, the paper by Nelson (1966) is the essential reference. The book by Paul and Baschnagel (1999) is also an excellent source (see also Haven and Khrennikov, 2013). We will follow, as in the paper by Haven (2015) ...
Proposing a Classical Explanation of the EPR
... without requiring either assumption. The entanglement of particles with a rest mass shall be treated separately below (as it requires an additional premise). But the entanglement of all other particles (collectively identifiable on the current Standard Model as massless bosons, the most well known o ...
... without requiring either assumption. The entanglement of particles with a rest mass shall be treated separately below (as it requires an additional premise). But the entanglement of all other particles (collectively identifiable on the current Standard Model as massless bosons, the most well known o ...
The relation between wave vector and momentum in quantum
... frequency is greater than a threshold value. An airbag occurs between the surface and the drop, does not permitting it to mix with the liquid. However the droplet begins to move on the surface when the oscillating frequency of the bath exceeds a second threshold value. In this case an attenuating Fa ...
... frequency is greater than a threshold value. An airbag occurs between the surface and the drop, does not permitting it to mix with the liquid. However the droplet begins to move on the surface when the oscillating frequency of the bath exceeds a second threshold value. In this case an attenuating Fa ...
Effective lattice models for two-dimensional
... from Sn and yields [17] to yield a attractive potential ∼ N R/g where R is the separation of the monopoles. For N = 1, kµ = 0; the action for each monopole-anti-monopole pair is given by that of the vµ string connecting them ∼ G(0)R ∼ R/g. (ii) Large g The vµ and kµ fluctuations are less strongly c ...
... from Sn and yields [17] to yield a attractive potential ∼ N R/g where R is the separation of the monopoles. For N = 1, kµ = 0; the action for each monopole-anti-monopole pair is given by that of the vµ string connecting them ∼ G(0)R ∼ R/g. (ii) Large g The vµ and kµ fluctuations are less strongly c ...
Quantum discreteness is an illusion
... At high energies, only superpositions of intrinsic properties seem to remain relevant, for example neutrino oscillations. I will now explain why particles are not even required for a probability interpretation of the wave function in the sense of Born and Pauli. 3. Superselection rules, localization ...
... At high energies, only superpositions of intrinsic properties seem to remain relevant, for example neutrino oscillations. I will now explain why particles are not even required for a probability interpretation of the wave function in the sense of Born and Pauli. 3. Superselection rules, localization ...
Quantum Mechanical Path Integrals with Wiener Measures for all
... since in that approximation both H and h are equivalent to H, [neglecting terms The rigorous path-integral definition described in this paper enables variable transformations (e.g. , canoniSuch a poscal transformations) to be examined much more critically than in the usual formal formulation. sibili ...
... since in that approximation both H and h are equivalent to H, [neglecting terms The rigorous path-integral definition described in this paper enables variable transformations (e.g. , canoniSuch a poscal transformations) to be examined much more critically than in the usual formal formulation. sibili ...
7 Commutators, Measurement and The Uncertainty Principle
... if the potential U (x) has some symmetry. For example, if U (x) = f (r) is spherically symmetric, then we know that the total angular momentum L is conserved. In Quantum Mechanics, conservation laws are expressed as the vanishing of the observable with the Hamiltonian, i.e. if Ô commutes with Ĥ [O ...
... if the potential U (x) has some symmetry. For example, if U (x) = f (r) is spherically symmetric, then we know that the total angular momentum L is conserved. In Quantum Mechanics, conservation laws are expressed as the vanishing of the observable with the Hamiltonian, i.e. if Ô commutes with Ĥ [O ...
