quantum-field
Quantum gravity from the point of view of locally covariant quantum field theory
... The algebra generated by the relative observables is subsequently quantized with the use of the BV formalism. For the purposes of perturbation theory we replace the diffeomorphism group by the Lie algebra of vector ...
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Homotopy quantum field theory and quantum groups
... Recently work has been done to establish an interesting connection between the notion of Frobenius algebra or the more general Frobenius extension on the one hand and 2- dimensional topological quantum ...
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No resonant tunneling in standard scalar quantum field theory
... that quantum mechanics can be recovered from quantum field theory in the homogeneous limit, perhaps it is natural to expect resonant tunneling to occur in field ...picture quantum ...
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Probabilities and signalling in quantum field theory
... We present an approach to computing probabilities in quantum field theory for a wide class of source–detector models. The approach works directly with probabilities and not with squared matrix elements, and ...
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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]. ...
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Quantum gravity from the point of view of locally covariant quantum field theory
... covariance. Quantum field theory is traditionally based on the symmetry group of Minkowski space, the Poincaré ...symmetry. Quantum field theory on curved spacetime which might be considered as an ...
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Mathematical Nanotechnology: Quantum Field Intentionality
... the field X, in the space ) that wants to transform and corresponding algebra g (Lie algebra) of this group that records the operators of the actions of the field locally (space time of every par- ...
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Dynamical locality of the free Maxwell field
... covariant quantum field theories does not have the SPASs property, while the class of locally covariant theories which are furthermore dynamically local ...
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Abstract cluster expansion with applications to statistical mechanical systems
... The method split afterwards. One branch involves continuous systems, with applications to classical systems, 19,17,5 quantum systems, 10,11,21 or quantum field theory. 12,16,2,6 The other branch ...
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Space Time Properties as Quantum Effects Restrictions Imposed by Grothendieck’s Scheme Theory
... WF u characterizes the singularities of a distribution u, not only in space, but also with respect to its Fourier transform at each point. The term wavefront was coined by Lars Hörmander [28]. It should be noted that the ...
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Working directly with probabilities in quantum field theory
... In this note, we have outlined a method for directly calculating transition probabilities in quantum field theory in terms of the expectation values of nested commutators and anti- commutators of field operators. ...
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Chern Simons Matter Theory in Superspace Formalism
... deformed quantum field theories have been analysed, it will thus be interesting to analyse such quantum field theories using the deformation analysed in this paper ...both field ...
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The Solution Cosmological Constant Problem
... and quantum field theory, and is regarded as a fundamental unsolved problem in modern ...truly quantum mechanical feature of the quantum fields is reminded that they exhibit zero-point ...
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Quantum memory for Rindler supertranslations
... in quantum field theory a quantum supertranslation memory that modulates the entanglement between the two opposing Rindler ...of field modes, we identified subsystems whose entanglement is ...
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Angular Momentum Minimal Magnetization of an Elementary Quantum Fermion System
... a Quantum Field Theory theoretical approach, the effects of an electromagnetic field on the components of the total angular momentum of an elementary fermion system, assuming the “minimal” form of ...
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Quantum field theories on categories fibered in groupoids
... Remark 4.2. Loosely speaking, the flabbiness condition formalizes the idea that the geometric structures on Loc which are described by the category Str always admit an extension (possibly non-canonical) from smaller to ...
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Universal properties of the entanglement entropy in quantum integrable models
... Conformal invariance is very constraining for a quantum field theory, nonethe- less it has played a central role in the study of critical many-body systems. As we already mentioned in section 1.6, at the ...
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Why Interpret Quantum Physics?
... a field theory should explain some of the parameters, such a particle masses and coupling constants, that are fed into the standard model by hand, based on experiments rather than ...loop quantum gravity, ...
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Stark and Kerr Effects on the Dynamics of Moving N Level Atomic System
... of quantum mechanics that cannot be described ...in quantum mechanics and quantum information theory. Quantum correlations are observed in different physical ...systems. Quantum ...
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Group field theory and its cosmology in a matter reference frame
... In quantum theory, one needs to verify that classical gauge symmetries are implemented without anomalies at the quantum ...loop quantum gravity (LQG), for instance, the question whether there is an ...
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