Application of Hartree-Fock Method for Modeling of Bioactive
... cancellation of errors” that occurs for not taking into account “terms of considerable importance” [32]. This expression “cancellation of errors” remains to this day in the imagination of researchers, although it is not possible to identify precisely that are these errors, and mainly, how and why th ...
... cancellation of errors” that occurs for not taking into account “terms of considerable importance” [32]. This expression “cancellation of errors” remains to this day in the imagination of researchers, although it is not possible to identify precisely that are these errors, and mainly, how and why th ...
Mixing Transformations in Quantum Field Theory and Neutrino
... momentum may have sensible squeezing factors. We observe that large passive detectors include neutrino momentum as low as few hundreds of keV [5] and therefore deviations from the usual oscillation formula may be expected in these low momentum ranges. An interesting case[2] occurs when one of the tw ...
... momentum may have sensible squeezing factors. We observe that large passive detectors include neutrino momentum as low as few hundreds of keV [5] and therefore deviations from the usual oscillation formula may be expected in these low momentum ranges. An interesting case[2] occurs when one of the tw ...
Table des mati`eres 1 Technical and Scientific description of
... of replacing numbers and factorials and Rook numbers [54] by their q-analogues). Here, in spite of the existence of the q-derivative which, with the multiplication by x satisfies the (12) relation, the richness of the correspondence with vector fields is still lacking. We have some evidences for two ...
... of replacing numbers and factorials and Rook numbers [54] by their q-analogues). Here, in spite of the existence of the q-derivative which, with the multiplication by x satisfies the (12) relation, the richness of the correspondence with vector fields is still lacking. We have some evidences for two ...
Extension of a factorization method of nonlinear second order ODE`s
... by Hazra et al [30]. Their algorithm can be generalized to higher order scalar and coupled ODEs, but one has to pay the price of increased algebraic complexity. In addition, Tiwari et al [31] factorized even more complicated quadratic and mixed Liénard-type nonlinear systems, among which the couple ...
... by Hazra et al [30]. Their algorithm can be generalized to higher order scalar and coupled ODEs, but one has to pay the price of increased algebraic complexity. In addition, Tiwari et al [31] factorized even more complicated quadratic and mixed Liénard-type nonlinear systems, among which the couple ...
5 Years Integrated M.Sc Applied Physics
... Galilean transformation(GT), Invariance of Newton‟s laws and laws of conservation of linear momentum and kinetic energy under GT. Michelson Morley experiment, postulates of special theory of relativity, Lorentz transformation, length contraction ,time dilation, Velocity transformation, relativistic ...
... Galilean transformation(GT), Invariance of Newton‟s laws and laws of conservation of linear momentum and kinetic energy under GT. Michelson Morley experiment, postulates of special theory of relativity, Lorentz transformation, length contraction ,time dilation, Velocity transformation, relativistic ...
The Theory of Collisions between Two Diatomic Molecules
... As is well known, the knowledge of molecular collision processes, in general, together with that of the stationary states of molecules form the fundamental part of the chemical physics. And these molecular collisions which may be accompanied with the rotational and/or the vibrational transitions can ...
... As is well known, the knowledge of molecular collision processes, in general, together with that of the stationary states of molecules form the fundamental part of the chemical physics. And these molecular collisions which may be accompanied with the rotational and/or the vibrational transitions can ...
Quantum Mechanics: Postulates
... Note: The Hamiltonian operator Ĥ contains the kinetic and potential operators (as discussed above). This equation reflects the deterministic (Newtonian) nature of particles/waves. It appears to be in contrast to Postulate 4 (many observations lead to different measured observables, each weighted di ...
... Note: The Hamiltonian operator Ĥ contains the kinetic and potential operators (as discussed above). This equation reflects the deterministic (Newtonian) nature of particles/waves. It appears to be in contrast to Postulate 4 (many observations lead to different measured observables, each weighted di ...
Entanglement Measures for Single-and Multi
... entropies (0 < s(1)i < 0.1). Furthermore, orbitals which are strongly entangled with at least one other orbital (blue and red lines in the mutual information diagram of 2) correspond to large single orbital entropies. Thus, we can identify orbitals with both large Ii, j and large s(1)i to be import ...
... entropies (0 < s(1)i < 0.1). Furthermore, orbitals which are strongly entangled with at least one other orbital (blue and red lines in the mutual information diagram of 2) correspond to large single orbital entropies. Thus, we can identify orbitals with both large Ii, j and large s(1)i to be import ...
Introduction to Second-Quantization Methods
... mak e a rew additional remarks about how these operators are used in subsequent applications. In treating perturbative expansions of N-electron wavefunctions or when attempting to optimize the spin-orbitals cPrappearing in soch wavefunctions, it is often convenient to refer to Slater determinants th ...
... mak e a rew additional remarks about how these operators are used in subsequent applications. In treating perturbative expansions of N-electron wavefunctions or when attempting to optimize the spin-orbitals cPrappearing in soch wavefunctions, it is often convenient to refer to Slater determinants th ...
Wave Operators for Classical Particle Scattering
... phase space; this approach is in many ways more natural than Hunziker's construction involving L2 of phase space. As we will discuss in § 7, up to sets of measure zero, Hunziker's results imply most of ours but the two methods of proof are very different. The basic existence theorem we will prove is ...
... phase space; this approach is in many ways more natural than Hunziker's construction involving L2 of phase space. As we will discuss in § 7, up to sets of measure zero, Hunziker's results imply most of ours but the two methods of proof are very different. The basic existence theorem we will prove is ...
PHYSICAL MEANING OF IMAGINARY UNIT i
... nucleons of nearest neighboring nodes belonging to two wave shells (the last, external, and penultimate, internal) of each of the pairing atoms, but not caused by their electrons ("electron configuration of atoms"), as is commonly believed in modern physics like a matter of course. Thus, electrons d ...
... nucleons of nearest neighboring nodes belonging to two wave shells (the last, external, and penultimate, internal) of each of the pairing atoms, but not caused by their electrons ("electron configuration of atoms"), as is commonly believed in modern physics like a matter of course. Thus, electrons d ...