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[PDF] Top 20 Convergence in Quantum field theory without use of renormalization

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Convergence in Quantum field theory without use of renormalization

Convergence in Quantum field theory without use of renormalization

... now quantum entanglement has already experimentally established that spin of entangled pair of photons emitted from a spin zero (singlet) atom remains in undefined state until it is measured along a direction ... See full document

10

Unusual signs in quantum field theory

Unusual signs in quantum field theory

... In this chapter, we work consistently to NLO in the MAχPT power counting which we have defined in Eq. (4.3). At this order, the NLO operators in the Lagrangian are only used as counterterms; that is, at NLO one only ... See full document

189

Group field cosmology : a cosmological field theory of quantum geometry

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 ... See full document

15

A Renormalizable Theory of Quantum Gravity: Renormalization Proof of the Gauge Theory of Volume Preserving Diffeomorphisms

A Renormalizable Theory of Quantum Gravity: Renormalization Proof of the Gauge Theory of Volume Preserving Diffeomorphisms

... gauge theory of volume-preserving diffeomor- phisms of an inner four-dimensional ...the quantum Green functions of the theory are shown to obey a BRST-type ...corresponding quantum effective ... See full document

25

Universal properties of the entanglement entropy in quantum integrable models

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 extensions ... See full document

211

Homotopy quantum field theory and quantum groups

Homotopy quantum field theory and quantum groups

... Homotopy quantum field theories (HQFTs) were introduced by Turaev, and they are essentially TQFTs in a background space X, up to homotopy. A modified version with change to one of the axioms was introduced ... See full document

200

Topics in Topological and Holomorphic Quantum Field Theory

Topics in Topological and Holomorphic Quantum Field Theory

... to use the fact that surface operators in the 4d TQFT are in 1-1 correspondence with boundary conditions in the 3d TQFT compactified on a ...can use many of the results of [18] where boundary conditions for ... See full document

106

The Philosophy of Quantum Field Theory

The Philosophy of Quantum Field Theory

... The coalescence view retains at least one significant potential advantage over the tem- pered universalist view I’ve advocated. Understood permissively enough, Ruetsche’s view allows that in some applications, a theory’s ... See full document

23

Primitive ontology and quantum field theory

Primitive ontology and quantum field theory

... sophisticated renormalization group methods (note that one important side effect is that the resulting regularized QFT is not Poincar´ e ...regularized quantum field theory (QFT), one can ... See full document

8

A Cohomological Perspective on Algebraic Quantum Field Theory

A Cohomological Perspective on Algebraic Quantum Field Theory

... Items deposited in White Rose Research Online are protected by copyright, with all rights reserved unless indicated otherwise. They may be downloaded and/or printed for private study, or other acts as permitted by ... See full document

41

Working directly with probabilities in quantum field theory

Working directly with probabilities in quantum field theory

... in quantum field theory in terms of the expectation values of nested commutators and anti- commutators of field ...making use of the unitarity cutting rules of the closed-time-path formalism and ... See full document

9

Straub, Ann-Kathrin
  

(2017):


	Applications of gauge/gravity duality: systems close to & far from equilibrium.


Dissertation, LMU München: Fakultät für Physik

Straub, Ann-Kathrin (2017): Applications of gauge/gravity duality: systems close to & far from equilibrium. Dissertation, LMU München: Fakultät für Physik

... and quantum information theory, and thereby connected them to black hole physics and string ...are quantum fields which continuously fill all of space and whose quantum excitations lead to ... See full document

176

On the Charges and Currents in the Quantum Field Theory

On the Charges and Currents in the Quantum Field Theory

... Tr T T + = δ a b = (9) We use the common normalization convention in order to allow the comparison of vector spaces formed by consecutive Lie algebras. Then, structure constants f abc are computed from (7). It is ... See full document

9

Probabilities and signalling in quantum field theory

Probabilities and signalling in quantum field theory

... and field in ...S-matrix theory, where, for example, the sum over unobserved emissions is important in securing the cancellation of infra-red singularities in gauge ... See full document

23

Galois and Class Field Theory for Quantum Chemists

Galois and Class Field Theory for Quantum Chemists

... of quantum mechanics through al- gebraic number theory; the basic equations are represented by the multi- variate polynomial ideals; the symbolic computations process the ideal and disentangle the ... See full document

85

Quantum spectral curve as a tool for a perturbative quantum field theory

Quantum spectral curve as a tool for a perturbative quantum field theory

... the quantum spectral curve is related to the asymptotic Bethe Ansatz when the latter one is applicable, hence one can compute the leading order and certain sub-leading orders of the QSC quantities by solving the ... See full document

38

High field quantum transport theory in semiconductors

High field quantum transport theory in semiconductors

... Starting from a realistic model Hamiltonian, the exact one electron Greens function and one-phonon correlation function were obtained in terms of electron and phonon self-energies. The self energies involving the many- ... See full document

273

Irreversibility of the renormalization group flow in non-unitary quantum field theory

Irreversibility of the renormalization group flow in non-unitary quantum field theory

... of quantum critical phenomena is one of the cornerstones of modern theoretical ...and quantum, are characterized by universal laws described by conformal field theory (CFT) ...Conformal ... See full document

28

EFFECTIVE FIELD THEORY ON MANIFOLDS WITH BOUNDARY Benjamin I. Albert A DISSERTATION in Mathematics

EFFECTIVE FIELD THEORY ON MANIFOLDS WITH BOUNDARY Benjamin I. Albert A DISSERTATION in Mathematics

... In 4.1.4, we formulate Costello’s renormalization procedure on R n . We give explicit formulas whenever possible and fill in a few steps in the argument omitted by Costello, such as the introduction of what we ... See full document

108

Dirac Fermions on an Anti-de Sitter Background

Dirac Fermions on an Anti-de Sitter Background

... the field operator, or by directly solving the inhomogeneous field equations, using appropriate boundary ...than quantum field theory on Minkowski ...(conformal field ... See full document

11

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