field theory
Unified Field Theory
... [31]-[34] theory. Roughly speaking, Einstein’s dream of a complete [35] theory of quantum mechanics ...variable theory) with the goal “to restore to the theory causality and locality” [36], ...
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Group field cosmology : a cosmological field theory of quantum geometry
... the field theory is defined by promoting the quantum Hamiltonian con- straint to the kinetic operator of a (real) scalar field Ψ on ...the theory first, corresponding to the evolution of a ...
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ADE spectra in conformal field theory
... To answer the question concerning possible represen- tations, we recall the fact that the fields corresponding to the highest weight states satisfy the quantum equa- tion of motion of Toda field theory ...
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Primitive ontology and quantum field theory
... But QFT makes predictions that are empirically extremely well-confirmed in real world experiments, obviously involving interactions. And it does so by (among other things) imposing various constraints so that the number ...
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Exotic branes in Double Field Theory
... Double Field Theory characterised by non-geometric Q- and R-fluxes have been constructed as particular cases of the DFT-monopole of Berman and Rudolph ...
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A Classical Field Theory of Gravity and Electromagnetism
... the theory put forth here is its capability to give a self-consistent de- scription of matter and antimatter from a classical (non-quantum) field ...the theory with the appropriate sign convention ...
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Field Theory Toward a Post Critical Theory of Metaphor
... postcritical theory of metaphor are both interdisciplinary and ...a theory of metaphor I am calling “field ...that field theory might look like and how it might behave in context, I ...
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Free Field Realisations in Logarithmic Conformal Field Theory
... the field theory were made achiral; that is, if fields were generically nontrivial func- tions of both z and z, and in such a way that it is log |z − w| which appears in operator product ...
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An Introduction to Quantum Field Theory
... These conditions can always be satisfied by shifting and rescaling the field operator appropriately. The two conditions ensure that the interacting one-particle states behave like free one-particle states. In ...
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p-Mechanics and field theory
... study their commutators. We modify the commutator of two p-observables by the antiderivative to the central vector field in the Heisenberg Lie algebra in Section 2.3; this produces p-mechanical brackets and ...
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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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Computing the Refined Compression Field Theory
... Compression Field Theory (RCFT, 2009); this theory proposed a steel constitutive model that has account the tension stiffening area prescribed by technical codes, what simplifies all the design ...
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Transaction and Non Locality in Quantum Field Theory
... Quantum Theory has put radical questions which have challenged not only Clas- sical Physics, but the structure itself of the “explanation” concept born within the “continuous”, “dy- namical” and “evolutionary” ...
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Homogeneous cosmologies as group field theory condensates
... group field theory is actually a completion of the spin foam ...quantum theory, but their exact correspondence is not yet fully ...the theory. All these are reasons for using quantum ...
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A Cohomological Perspective on Algebraic Quantum Field Theory
... 3.4. Generalized AQFT. Definition 3.1 of a skew diagram of algebras suggests a generalization of algebraic quantum field theory. With X = Loc or the category of causally complete regions of a fixed ...
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Beryllium-9 in Cluster Effective Field Theory
... In this work instead non-local potentials within Effective Field Theory (EFT), with a more solid theoretical background, have been used. The computation- ally intensive interaction between nine or more ...
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Galois and Class Field Theory for Quantum Chemists
... class field theory abstruse, in accumulat- ing the troublesome definitions such as “modulus”, “congruence subgroup modulo m”, “conductor”, or “the homomorphism which admits a modulus”, ...
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Study on Applications of Supply and Demand Theory of Microeconomics and Physics Field Theory to Central Place Theory
... of field theory in Spatial economics was first studied in 1909 by Alfred Weber in his article: Über den Standort der Industrie (Theory of the Location of Industries), where physics isotherms, such as ...
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Holographic Entanglement in Group Field Theory
... For instance, an interesting direct correspondence between black holes and Bose–Einstein condensates (BECs) of gravitons at the point of maximal packing was recently proposed in [84], though within a standard effective ...
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Fractional Stochastic Field Theory
... renormalized field theory for the solution of a stochastic di ff erential equation (Langevin equation) has been reviewed and ...stochastic field theory with fractional derivatives in the ...
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