The lattice structure of quantum logics
... projection postulate-unquestionable in the common opinion, but criticized by some prominent philosophers and theorists (e. g. [5]). The somewhat similar extension was previously discussed by the authors [3] on a quite different axiomatic basis. In the next section we collect our assumptions. They ar ...
... projection postulate-unquestionable in the common opinion, but criticized by some prominent philosophers and theorists (e. g. [5]). The somewhat similar extension was previously discussed by the authors [3] on a quite different axiomatic basis. In the next section we collect our assumptions. They ar ...
Essentials of Modern Physics
... (h) extend the use of Bragg’s equation to electron diffraction in probing the surfaces of solids. (Only nonrelativistic cases are considered.) ...
... (h) extend the use of Bragg’s equation to electron diffraction in probing the surfaces of solids. (Only nonrelativistic cases are considered.) ...
The Kinetic Theory of Gases (2)
... calories per mole, in agreement with the data shown in Figure 5.3 at low temperatures. Indeed, for all monatomic gases, the heat capacity per particle is cV = 32 kT . There is, however, much more to be explained about these diagrams, which are for diatomic molecules, and we will deal with these in d ...
... calories per mole, in agreement with the data shown in Figure 5.3 at low temperatures. Indeed, for all monatomic gases, the heat capacity per particle is cV = 32 kT . There is, however, much more to be explained about these diagrams, which are for diatomic molecules, and we will deal with these in d ...
QUANTUM LOGIC AND NON-COMMUTATIVE GEOMETRY
... • The Baire*-algebras for bounded measurable observables make transparent the interpretation of quantum mechanics as a “theory of quantum probability” on a Topological NC phase space • As Streater pointed out: “Though the classical axioms were yet to be written down by Kolmogorov, Heisenberg, with h ...
... • The Baire*-algebras for bounded measurable observables make transparent the interpretation of quantum mechanics as a “theory of quantum probability” on a Topological NC phase space • As Streater pointed out: “Though the classical axioms were yet to be written down by Kolmogorov, Heisenberg, with h ...
A. Bylinkin - Rencontres de Moriond
... Good agreement with the Stefan-Boltzmann law for the Black Body radiation or the Bag model. Phys. Rev. C 90 (2014) 018201 A.A.Bylinkin et al. ...
... Good agreement with the Stefan-Boltzmann law for the Black Body radiation or the Bag model. Phys. Rev. C 90 (2014) 018201 A.A.Bylinkin et al. ...
Orthogonal polynomials, special functions and mathematical physics
... best suited to this model was the recently invented Hilbert space, where the basis was given by orthogonal polynomials [3]. The newly discovered orthogonal polynomials in the 20th century and the recently proposed multiple orthogonal polynomials open the door to new applications to more elaborate qu ...
... best suited to this model was the recently invented Hilbert space, where the basis was given by orthogonal polynomials [3]. The newly discovered orthogonal polynomials in the 20th century and the recently proposed multiple orthogonal polynomials open the door to new applications to more elaborate qu ...
Phys. Rev. Lett. 103, 025301 (2009).
... total number of particles and holes) and energy E in collinear processes. This conservation is exact for the modes gðn;EÞ , while it holds only to lowest order in for gð Þ , being due to kinetic constraints on the two-body scattering of massless Dirac particles (see [28] for a related discussion). ...
... total number of particles and holes) and energy E in collinear processes. This conservation is exact for the modes gðn;EÞ , while it holds only to lowest order in for gð Þ , being due to kinetic constraints on the two-body scattering of massless Dirac particles (see [28] for a related discussion). ...
