Document
... In the earliest days of the parity violation discovery, it was natural to guess that the violation itself might be a special property of neutrinos. The two component neutrino theory: if neutrinos were massless , then they could be polarized only parallel to the direction of motion (positive helicity ...
... In the earliest days of the parity violation discovery, it was natural to guess that the violation itself might be a special property of neutrinos. The two component neutrino theory: if neutrinos were massless , then they could be polarized only parallel to the direction of motion (positive helicity ...
From Gutzwiller Wave Functions to Dynamical Mean
... temperature, pressure, magnetic field, or doping make them interesting not only for fundamental research but also for future technological applications, e.g., the construction of sensors and switches, and the development of electronic devices with novel functionalities [10]. The importance of intera ...
... temperature, pressure, magnetic field, or doping make them interesting not only for fundamental research but also for future technological applications, e.g., the construction of sensors and switches, and the development of electronic devices with novel functionalities [10]. The importance of intera ...
Introduction and Theoretical Background
... couplings associated to the gauge symmetry, and are thus constrained by the theory. The fermion masses, on the other-hand, depend on arbitrary coupling parameters that must be input to the theory. Through spontaneous symmetry breaking, massive fermions and weak bosons can be accommodated in a gauge ...
... couplings associated to the gauge symmetry, and are thus constrained by the theory. The fermion masses, on the other-hand, depend on arbitrary coupling parameters that must be input to the theory. Through spontaneous symmetry breaking, massive fermions and weak bosons can be accommodated in a gauge ...
Exactly Solvable Quantum Field Theories: From
... Finite gap method renders all classical solutions! ...
... Finite gap method renders all classical solutions! ...
Tachyon Tube and Supertube
... like supertubes, except the D2 worldvolume is thickened. Taking an infinitesimally thin limit of this solution, we find singular supertube solutions of arbitrary radius which match up with expected properties of supertubes precisely. We close the section with brief comments on relevance of these sol ...
... like supertubes, except the D2 worldvolume is thickened. Taking an infinitesimally thin limit of this solution, we find singular supertube solutions of arbitrary radius which match up with expected properties of supertubes precisely. We close the section with brief comments on relevance of these sol ...
Renormalisation of Noncommutative Quantum Field Theory
... classical action functionals on noncommutative spaces. The first example of this type was Yang-Mills theory on the noncommutative torus. Another example is the noncommutative geometrical description of the Standard Model recalled briefly in Section 1.1. 3.1 Field theory on the noncommutative torus T ...
... classical action functionals on noncommutative spaces. The first example of this type was Yang-Mills theory on the noncommutative torus. Another example is the noncommutative geometrical description of the Standard Model recalled briefly in Section 1.1. 3.1 Field theory on the noncommutative torus T ...
Phys. Rev
... Avoided level crossing which becomes sharp in the infinite volume limit: second-order transition ...
... Avoided level crossing which becomes sharp in the infinite volume limit: second-order transition ...
FEYNMANWS PATH INTEGRAL APPROACH TO QUANTUM FIELD
... Here, Dirac’s S is the familiar action quantity L dt, where L(x; x; _ t) is the Lagrangian of classical mechanics. Now, how does this come about? The Lagrangian has everything built into it –kinetic and potential energy, including interaction terms –so if Dirac’s remark is true, then the propagator ...
... Here, Dirac’s S is the familiar action quantity L dt, where L(x; x; _ t) is the Lagrangian of classical mechanics. Now, how does this come about? The Lagrangian has everything built into it –kinetic and potential energy, including interaction terms –so if Dirac’s remark is true, then the propagator ...
Time-dependent perturbation
... Thanks to this new notation of the time-ordered products, the timeevolution operator in the interaction picture can be written simply as UI (t) = T e−i ...
... Thanks to this new notation of the time-ordered products, the timeevolution operator in the interaction picture can be written simply as UI (t) = T e−i ...
Algorithms and Proofs in Geometry
... to such terms that a knowledge of the lengths of certain straight lines is sufficient for its construction…to find required lines it is merely necessary to add or subtract other lines; or else, taking one line which I shall call unity, and having given two other lines, to find a fourth line which is ...
... to such terms that a knowledge of the lengths of certain straight lines is sufficient for its construction…to find required lines it is merely necessary to add or subtract other lines; or else, taking one line which I shall call unity, and having given two other lines, to find a fourth line which is ...
Wireless Non-Radiative Energy Transfer
... Consequently, our energy-transfer application requires resonant modes of high Q=ω/2Γ for low (slow) intrinsic-loss rates Γ, and this is why we propose a scheme where the coupling is implemented using, not the lossy radiative far-field, but the evanescent (non-lossy) stationary near-field. Furthermor ...
... Consequently, our energy-transfer application requires resonant modes of high Q=ω/2Γ for low (slow) intrinsic-loss rates Γ, and this is why we propose a scheme where the coupling is implemented using, not the lossy radiative far-field, but the evanescent (non-lossy) stationary near-field. Furthermor ...
MAXWELL`S EQUATIONS IN A CURVED SPACE TIME K. Ghosh
... divergence of the electric field of a point charge gives us the total charge when the charge is at the origin. Also for a point charge at the origin the volume integral of the divergence of the electric field is vanishing when the volume of integration does not include the origin. This together with ...
... divergence of the electric field of a point charge gives us the total charge when the charge is at the origin. Also for a point charge at the origin the volume integral of the divergence of the electric field is vanishing when the volume of integration does not include the origin. This together with ...
THE BARE THEORY AND How TO FIX IT
... be wired differently than M (wired, for example, to reliably tell us only whether it ended up in a specific superposition of recording up and down), one should not supposethat the choice of how to model human observers is arbitrary. We tend to believe that if human observers are wired to answer any ...
... be wired differently than M (wired, for example, to reliably tell us only whether it ended up in a specific superposition of recording up and down), one should not supposethat the choice of how to model human observers is arbitrary. We tend to believe that if human observers are wired to answer any ...
The AdS/CFT Correspondence arXiv:1501.00007
... AdS/CFT duality as such has not been rigorously ‘proved’ (partly because we do not yet have a complete independent definition of the quantum gravity side of the correspondence), it has successfully withstood such an impressive array of highly nontrivial checks, that a vast majority of the community ...
... AdS/CFT duality as such has not been rigorously ‘proved’ (partly because we do not yet have a complete independent definition of the quantum gravity side of the correspondence), it has successfully withstood such an impressive array of highly nontrivial checks, that a vast majority of the community ...
Wu_Y_H
... • The covariant Newtonian theory is developed by Kunzle ’72, and Carter ’04. • The purpose is to show how to set up and apply a fully covariant formulation of the kinds of non-relativistic multiconstituent fluid dynamical models and relativistic ...
... • The covariant Newtonian theory is developed by Kunzle ’72, and Carter ’04. • The purpose is to show how to set up and apply a fully covariant formulation of the kinds of non-relativistic multiconstituent fluid dynamical models and relativistic ...