A Real-space Approach - USF Scholarship Repository
... LINEAR TRANSPORT THEORY OF MAGNETOCONDUCTANCE ...
... LINEAR TRANSPORT THEORY OF MAGNETOCONDUCTANCE ...
Analysis of General Geometric Scaling Perturbations in a Transmitting Waveguide: Fundamental Connection Between Polarization-Mode Dispersion and Group-Velocity Dispersion
... is defined to be proportional to .15 The desirable condition of zero PMD at a particular frequency then implies a zero value of the frequency derivative of the degeneracy split ⌬  e , or equivalently ⌬  e must be stationary at such a frequency. Finally, Eq. (7) permits perturbations that are, i ...
... is defined to be proportional to .15 The desirable condition of zero PMD at a particular frequency then implies a zero value of the frequency derivative of the degeneracy split ⌬  e , or equivalently ⌬  e must be stationary at such a frequency. Finally, Eq. (7) permits perturbations that are, i ...
Effective Field Theories
... Nevertheless there are other terms which are on the one hand Lorentz invariant as well as gauge invariant that don't appear in the Lagrangian. So the natural question arising is why these terms don't appear and what would be the consequences if we would add those terms to the theory. We will later s ...
... Nevertheless there are other terms which are on the one hand Lorentz invariant as well as gauge invariant that don't appear in the Lagrangian. So the natural question arising is why these terms don't appear and what would be the consequences if we would add those terms to the theory. We will later s ...
p-ADIC DIFFERENCE-DIFFERENCE LOTKA
... this article, we mainly deal with the Lotka-Volterra equation as a typical differencedifference soliton equation. We show that even in p-adic space of the number theory, the difference-difference Lotka-Volterra equation has mathematical meanings and has nontrivial solutions in Proposition 5.2. It means ...
... this article, we mainly deal with the Lotka-Volterra equation as a typical differencedifference soliton equation. We show that even in p-adic space of the number theory, the difference-difference Lotka-Volterra equation has mathematical meanings and has nontrivial solutions in Proposition 5.2. It means ...
is the radiation field calculation from jefimenko`s equations a new
... expansion series of the electromagnetic field. The traditional multipole expansion of the electromagnetic field in Cartesian coordinates is exposed in electrodynamics textbooks, as the well-known Refs. [3] and [4]. Ordinarily, these expansions are calculated only in the first two or three orders, th ...
... expansion series of the electromagnetic field. The traditional multipole expansion of the electromagnetic field in Cartesian coordinates is exposed in electrodynamics textbooks, as the well-known Refs. [3] and [4]. Ordinarily, these expansions are calculated only in the first two or three orders, th ...
Course Outline
... construct and interpret payoff matrices find and interpret the saddle points of payoff matrices find the expected values of games identify when pure strategies or mixed strategies should be used find an optimal strategy for each player in a game ...
... construct and interpret payoff matrices find and interpret the saddle points of payoff matrices find the expected values of games identify when pure strategies or mixed strategies should be used find an optimal strategy for each player in a game ...
The Membrane Vacuum State
... bosons in string theory via supersymmetry hinges on a crucial property called κ-symmetry. At first believed exclusive to strings, κ-symmetry was eventually generalized to membranes by Hughes, Liu and Polchinski [3] in 1986. As the newly christened supermembrane burst upon the scene a flurry of paper ...
... bosons in string theory via supersymmetry hinges on a crucial property called κ-symmetry. At first believed exclusive to strings, κ-symmetry was eventually generalized to membranes by Hughes, Liu and Polchinski [3] in 1986. As the newly christened supermembrane burst upon the scene a flurry of paper ...
Space-Time Uncertainty and Noncommutativity in String Theory
... fundamental constant, string length `s ∼ 2πα0 , which sets a natural cutoff scale for the ultraviolet part of quantum fluctuations for particle fields associated with the spectrum of string states. This implies that string theory must necessarily exhibit some nonlocality and/or certain fuzziness wit ...
... fundamental constant, string length `s ∼ 2πα0 , which sets a natural cutoff scale for the ultraviolet part of quantum fluctuations for particle fields associated with the spectrum of string states. This implies that string theory must necessarily exhibit some nonlocality and/or certain fuzziness wit ...
Semiclassical formula for the number variance of the Riemann zeros
... numerical study, Odlyzko [4]showed that while short-range statistics (such as the distribution of the spacings E,,, - E, between neighbouring zeros) accurately conform to GUE predictions, long-range statistics (such as the correlations between distant spacings) do not, and are better described in te ...
... numerical study, Odlyzko [4]showed that while short-range statistics (such as the distribution of the spacings E,,, - E, between neighbouring zeros) accurately conform to GUE predictions, long-range statistics (such as the correlations between distant spacings) do not, and are better described in te ...
LAGRANGIAN FORMULATION OF THE ELECTROMAGNETIC
... mx00 (t) = −∂x U my 00 (t) = −∂y U mz 00 (t) = −∂z U Since free particles are only under the influence of conservative forces, and conservative forces can be written as the negative of the spatial derivative of a scalar potential energy function, the above equations reduce to ma = F Which is just Ne ...
... mx00 (t) = −∂x U my 00 (t) = −∂y U mz 00 (t) = −∂z U Since free particles are only under the influence of conservative forces, and conservative forces can be written as the negative of the spatial derivative of a scalar potential energy function, the above equations reduce to ma = F Which is just Ne ...
Introduction to Supersymmetry
... represents the scale at which new physics beyond the SM must enter, which will provide a natural explanation for the value of mh (or more generally, the scale of electroweak symmetry breaking), we should ask: What new physics is lurking at the TeV scale? ...
... represents the scale at which new physics beyond the SM must enter, which will provide a natural explanation for the value of mh (or more generally, the scale of electroweak symmetry breaking), we should ask: What new physics is lurking at the TeV scale? ...
Infrared and ultraviolet cutoffs of quantum field theory
... near future energies available in accelerator physics. This second scenario suggests that QM, as we know it today, might fail not only above the 10 TeV scale, but also that one could find unexpected effects at the quantum level for phenomena with a characteristic scale of 10−2 − 10−4 eV, for example ...
... near future energies available in accelerator physics. This second scenario suggests that QM, as we know it today, might fail not only above the 10 TeV scale, but also that one could find unexpected effects at the quantum level for phenomena with a characteristic scale of 10−2 − 10−4 eV, for example ...
Proper-Time Formalism in a Constant Magnetic Field at Finite
... Some of the interesting cosmological and astrophysical situations are found in the state with high density, temperature and strong magnetic field. Neutron star is a dense object which has a large chemical potential. Recently it is observed that some of the neutron stars have extremely strong magneti ...
... Some of the interesting cosmological and astrophysical situations are found in the state with high density, temperature and strong magnetic field. Neutron star is a dense object which has a large chemical potential. Recently it is observed that some of the neutron stars have extremely strong magneti ...
Cooperation of different exchange mechanisms in confined
... isospins or charge fluctuations at the edge sites. On the other hand, it also appears plausible that stable magnetic edge spins evolve for increasing J t. The interplay of the antiferromagnetic isospin coupling and the ferromagnetic spin coupling (third and fourth term in Eq. (4)) alone would resu ...
... isospins or charge fluctuations at the edge sites. On the other hand, it also appears plausible that stable magnetic edge spins evolve for increasing J t. The interplay of the antiferromagnetic isospin coupling and the ferromagnetic spin coupling (third and fourth term in Eq. (4)) alone would resu ...
The Hadronic Spectrum of a Holographic Dual of QCD Abstract
... The correspondence [1] between 10-dimensional string theory defined on AdS5 × S 5 and Yang-Mills theories at its conformal 3+1 space-time boundary [2] has led to important insights into the properties of QCD at strong coupling. As shown by Polchinski and Strassler [3], one can give a nonperturbativ ...
... The correspondence [1] between 10-dimensional string theory defined on AdS5 × S 5 and Yang-Mills theories at its conformal 3+1 space-time boundary [2] has led to important insights into the properties of QCD at strong coupling. As shown by Polchinski and Strassler [3], one can give a nonperturbativ ...
Non-equilibrium and local detection of the normal fraction of a
... confinement frequency ωz is much higher than the one ωk along the xy plane; both the temperature T (times the Boltzmann constant kB ) and the chemical potential µ of the gas are assumed to be smaller than ~ωz . In this regime, the gas will be eventually described in terms of a two-dimensional Hamilt ...
... confinement frequency ωz is much higher than the one ωk along the xy plane; both the temperature T (times the Boltzmann constant kB ) and the chemical potential µ of the gas are assumed to be smaller than ~ωz . In this regime, the gas will be eventually described in terms of a two-dimensional Hamilt ...
Quantum Computing and Hidden Variables
... could solve NP-complete problems if, given a quantum state |ψi, we could request a classical description of |ψi, such as a list of amplitudes or a preparation procedure.[42] By contrast, ours is the first independently motivated model we know of that seems more powerful than quantum computing, but o ...
... could solve NP-complete problems if, given a quantum state |ψi, we could request a classical description of |ψi, such as a list of amplitudes or a preparation procedure.[42] By contrast, ours is the first independently motivated model we know of that seems more powerful than quantum computing, but o ...
