relativistic quantum field theory
Reformulation of Relativistic Quantum Field Theory Using Region Like Idealization of the Elementary Particle
... the quantum mechanics the classical Newtonian equation of motion is replaced by another called Schrodin- ger’s ...have quantum system consist of N interfered wave then the region-like quantum state ...
10
D e r i v a t i o n o f t he L o c a l L o r e nt z G a ug e T r a ns f o r m a t i o n o f a D i r a c Spi no r F i e l d i n Q ua nt um E i ns t e i n- C a r t a n T he o r y
... The group which underlies the kinematics of relativistic quantum mechanics and relativistic quantum field theory is the Poincare group. Isospin is invariant under global ...
6
Associative Space Time Sedenions and Their Application in Relativistic Quantum Mechanics and Field Theory
... We present an alternative sixteen-component hypercomplex scalar-vector values named “space- time sedenions”, generating associative noncommutative space-time Clifford algebra. The gener- alization of relativistic ...
12
Quantum mechanics and electromagnetism. Non-relativistic theory.
... ) field, identical with the one in the absence of matter, and the true field in the presence of ...The quantum mechanics describing the interaction of matter with an external longitudinal electric ...
10
Foundations for Proper time Relativistic Quantum Theory
... In the third section, we introduce the canonical proper-time approach to electrodynamics and mechanics. We construct a parallel image of the conventional Maxwell theory by replacing the observer-time by the ...
17
Primitive ontology and quantum field theory
... classical field in terms of what can be interpreted as parti- cle annihilation and creation operators (resulting from an appropriate Fourier ...such quantum superpositions is precisely the aim of defining a ...
8
Constraints on Cosmology and Quantum Gravity from Quantum Mechanics and Quantum Field Theory
... In this paper, we extend this correspondence to a direct equality between the entanglement entropy and a certain invariant area, which we define, of a geometry containing classical black holes and wormholes. We follow a ...
209
SU(3) chiral symmetry in non-relativistic field theory
... interactions, Quantum Chromodynamics (QCD), is solidly established as a pillar of the Standard Model of particle physics and, to the extent that QCD is a renormalizable gauge theory, is well understood in ...
89
Superluminality and Entanglement in an Electromagnetic Quantum Relativistic Theory
... DOI: 10.4236/jmp.2018.912139 2219 Journal of Modern Physics of energy and momentum greater than zero. The energy localised inside the source zone increases until the charges reach the minimum interaction distance ...
17
Probabilities and signalling in quantum field theory
... Relativistic quantum field theories respect causality and faster-than-light signalling is ...of field operators when evaluated at spacelike separations ...
23
The origins of Schwinger's Euclidean Green's functions
... of Relativistic Field Theory as providing a complete Euclidean ...that quantum electrodynamics could be cast in Euclidean ...of quantum field ...
22
On the Relativistic Canonical Quantum Mechanics and Field Theory of Arbitrary Spin
... Maxwell theory, which however is devoid of any ”particle” ...electromagnetic field equati- ons that follow from the corresponding relativistic canoni- cal quantum mechanical equations have ...
33
Universal properties of the entanglement entropy in quantum integrable models
... In this chapter we focus on the methods to evaluate entanglement entropy for (1 + 1)-dimensional relativistic QFT. As we will see these methods parallel those developed in chapter 2, with some adaptions and ...
211
Group field cosmology : a cosmological field theory of quantum geometry
... loop quantum gravity, one often resorts to a minisuperspace model, loop quantum cosmology (LQC), where degrees of freedom are drasti- cally reduced [17, ...scalar field, the classical and ...
15
Quantum Fractals and the Casimir Dark Energy Duality—The Road to a Clean Quantum Energy Nano Reactor
... Cantorian quantum mechanics has at its disposal and in a natural way, a trans- finite golden computer [41] [66] with a real efficiency which borders on the surreal because simple finite arith- metic operations can ...
13
5248.pdf
... We want to use quantum groups to calculate the colored Jones polynomial of a knot as in Chapter 3. However, we will do it in such a way that we will automatically get the expansion in powers of h in Theorem 3.5.3. ...
106
Working directly with probabilities in quantum field theory
... The utility of scattering-matrix theory has biased the development of techniques in quantum field theory towards the calculation of transition amplitudes . However, isolated transition amplitudes are ...
9
Superselection Rules
... The ubiquitous mechanism of decoherence effectively restricts the local verifica- tion of coherences [10]. For example, scattering of light on a particle undergo- ing a two-slit experiment delocalises the relative-phase ...
10
Quantum spectral curve as a tool for a perturbative quantum field theory
... Instead of computing corrections in wrappings, the thermodynamic Bethe Ansatz (TBA) ap- proach [34] was adapted to the AdS/CFT case and the TBA equations which are expected to be exact at any λ were derived [35–38]. ...
38
Two photon excitation for C2V molecules based on the full relativistic theory
... relativistic theory. It is better to use the full relativistic theory which is involved in both space and time symme- try [3]. The inclusion of inversion with the spatial rota- tion as a ...
5