2007, Oxford graduate texts, ISBN 0199227195, xii, 452

This work tries to provide an elementary introduction to the notions of continuum limit and universality in statistical systems with a large number of degrees...

Renormalization (Physics) | Phase transformations (Statistical physics) | Physics

Renormalization (Physics) | Phase transformations (Statistical physics) | Physics

Book

2005, Oxford graduate texts, ISBN 0198566743, xiii, 318

Path integrals are mathematical objects that can be considered as generalizations to an infinite number of variables, represented by paths, of usual integrals....

Path integrals | Statistical physics | Quantum theory

Path integrals | Statistical physics | Quantum theory

Book

06/2019, ISBN 9780198787754, 544

The book presents a collection of short, self-contained introductions to important topics in modern theoretical physics, as presented at universities worldwide...

Quantum theory

Quantum theory

eBook

Journal of High Energy Physics, ISSN 1126-6708, 1/2015, Volume 2015, Issue 1, pp. 1 - 74

Three dimensional, U(N) symmetric, field theory with fermion matter coupled to a topological Chern-Simons term, in the large N limit is analyzed in details. We...

Spontaneous Symmetry Breaking | Quantum Physics | Quantum Field Theories, String Theory | Chern-Simons Theories | Classical and Quantum Gravitation, Relativity Theory | Physics | 1/N Expansion | Nonperturbative Effects | Elementary Particles, Quantum Field Theory | SCALE-INVARIANCE | SPONTANEOUS BREAKING | PHYSICS, PARTICLES & FIELDS | Physics - High Energy Physics - Theory | Nuclear and High Energy Physics | High Energy Physics - Theory

Spontaneous Symmetry Breaking | Quantum Physics | Quantum Field Theories, String Theory | Chern-Simons Theories | Classical and Quantum Gravitation, Relativity Theory | Physics | 1/N Expansion | Nonperturbative Effects | Elementary Particles, Quantum Field Theory | SCALE-INVARIANCE | SPONTANEOUS BREAKING | PHYSICS, PARTICLES & FIELDS | Physics - High Energy Physics - Theory | Nuclear and High Energy Physics | High Energy Physics - Theory

Journal Article

1990, Current physics--sources and comments, ISBN 9780444885975, Volume 7., xiv, 580

Book

Physics Reports, ISSN 0370-1573, 2003, Volume 385, Issue 3, pp. 69 - 228

We review the solutions of O( N) and U( N) quantum field theories in the large N limit and as 1/ N expansions, in the case of vector representations. Since...

GINZBURG-LANDAU FIELDS | JONA-LASINIO MODEL | PHYSICS, MULTIDISCIPLINARY | O(N) VECTOR MODELS | LONG-RANGE INTERACTIONS | NONLINEAR SIGMA-MODELS | GROSS-NEVEU-MODEL | CRITICAL EXPONENT-ETA | DOUBLE-SCALING LIMIT | BOSE-EINSTEIN CONDENSATION | INVERSE SCATTERING TRANSFORMATION | Physics - High Energy Physics - Theory | General Physics | Physics

GINZBURG-LANDAU FIELDS | JONA-LASINIO MODEL | PHYSICS, MULTIDISCIPLINARY | O(N) VECTOR MODELS | LONG-RANGE INTERACTIONS | NONLINEAR SIGMA-MODELS | GROSS-NEVEU-MODEL | CRITICAL EXPONENT-ETA | DOUBLE-SCALING LIMIT | BOSE-EINSTEIN CONDENSATION | INVERSE SCATTERING TRANSFORMATION | Physics - High Energy Physics - Theory | General Physics | Physics

Journal Article

1989, The International series of monographs on physics, ISBN 0198518730, Volume 77, xxii, 914

Book

Structure, ISSN 0969-2126, 2002, Volume 10, Issue 6, pp. 811 - 823

Lamins are nuclear intermediate filaments that, together with lamin-associated proteins, maintain nuclear shape and provide a structural support for...

nuclear lamina | lamin | NMR | laminopathies | dystrophy | Ig fold | Nuclear lamina | Lamin | Laminopathies | Dystrophy | NUCLEAR LAMINS | FAMILIAL PARTIAL LIPODYSTROPHY | BIOCHEMISTRY & MOLECULAR BIOLOGY | HETERONUCLEAR NMR | CHEMICAL-SHIFT | HYDROPHOBIC CLUSTER-ANALYSIS | CELL BIOLOGY | CAUSE AUTOSOMAL-DOMINANT | BIOPHYSICS | GENE | INTERMEDIATE FILAMENT PROTEINS | CELL-CYCLE | GROUP HYDROGEN-EXCHANGE | Protein Structure, Tertiary | Amino Acid Sequence | Muscular Dystrophies - metabolism | Magnetic Resonance Spectroscopy | Molecular Sequence Data | Lipodystrophy - metabolism | Immunoglobulins - genetics | Lamin Type A - metabolism | Muscular Dystrophies - genetics | Lipodystrophy - genetics | Cardiomyopathies - genetics | Sequence Analysis, Protein | Phenotype | Sequence Alignment | Cardiomyopathies - metabolism | Lamin Type A - genetics | Conserved Sequence | Mutation | Circular Dichroism

nuclear lamina | lamin | NMR | laminopathies | dystrophy | Ig fold | Nuclear lamina | Lamin | Laminopathies | Dystrophy | NUCLEAR LAMINS | FAMILIAL PARTIAL LIPODYSTROPHY | BIOCHEMISTRY & MOLECULAR BIOLOGY | HETERONUCLEAR NMR | CHEMICAL-SHIFT | HYDROPHOBIC CLUSTER-ANALYSIS | CELL BIOLOGY | CAUSE AUTOSOMAL-DOMINANT | BIOPHYSICS | GENE | INTERMEDIATE FILAMENT PROTEINS | CELL-CYCLE | GROUP HYDROGEN-EXCHANGE | Protein Structure, Tertiary | Amino Acid Sequence | Muscular Dystrophies - metabolism | Magnetic Resonance Spectroscopy | Molecular Sequence Data | Lipodystrophy - metabolism | Immunoglobulins - genetics | Lamin Type A - metabolism | Muscular Dystrophies - genetics | Lipodystrophy - genetics | Cardiomyopathies - genetics | Sequence Analysis, Protein | Phenotype | Sequence Alignment | Cardiomyopathies - metabolism | Lamin Type A - genetics | Conserved Sequence | Mutation | Circular Dichroism

Journal Article

1996, 3rd ed., Oxford science publications, ISBN 9780198518822, Volume 92., xxii, 1008

Book

Journal of Statistical Physics, ISSN 0022-4715, 12/2014, Volume 157, Issue 4, pp. 990 - 1016

The study of the statistical properties of random matrices of large size has a long history, dating back to Wigner, who suggested using Gaussian ensembles to...

Random matrices | Physical Chemistry | Theoretical, Mathematical and Computational Physics | Path integrals | Quantum Physics | Statistical Physics, Dynamical Systems and Complexity | Critical phenomena | Physics | Renormalization group | CLOSED STRINGS | MODELS | FIELD-THEORIES | DIMENSION | RANDOM SURFACES | PHYSICS, MATHEMATICAL | GRAVITY | DOUBLE-SCALING LIMIT

Random matrices | Physical Chemistry | Theoretical, Mathematical and Computational Physics | Path integrals | Quantum Physics | Statistical Physics, Dynamical Systems and Complexity | Critical phenomena | Physics | Renormalization group | CLOSED STRINGS | MODELS | FIELD-THEORIES | DIMENSION | RANDOM SURFACES | PHYSICS, MATHEMATICAL | GRAVITY | DOUBLE-SCALING LIMIT

Journal Article

Molecular Cancer Research, ISSN 1541-7786, 01/2019, Volume 17, Issue 1, pp. 54 - 69

BRCA1 mutations have been identified that increase the risk of developing hereditary breast and ovarian cancers. Genetic screening is now offered to patients...

MISSENSE VARIANTS | BACH1 PHOSPHOPEPTIDE | REPAIR | DOMAIN | ONCOLOGY | STRUCTURAL BASIS | DNA-DAMAGE | HEREDITARY BREAST | FUNCTIONAL-ANALYSIS | OVARIAN | CLASSIFICATION | CELL BIOLOGY | Genetic Predisposition to Disease | Genetic Testing | Humans | Risk Factors | Models, Molecular | Homologous Recombination | Mutation, Missense | Breast Neoplasms - metabolism | BRCA1 Protein - genetics | Animals | Breast Neoplasms - genetics | Breast Neoplasms - pathology | BRCA1 Protein - metabolism | Phosphopeptides - genetics | Phosphopeptides - metabolism | Female | Mice | Life Sciences

MISSENSE VARIANTS | BACH1 PHOSPHOPEPTIDE | REPAIR | DOMAIN | ONCOLOGY | STRUCTURAL BASIS | DNA-DAMAGE | HEREDITARY BREAST | FUNCTIONAL-ANALYSIS | OVARIAN | CLASSIFICATION | CELL BIOLOGY | Genetic Predisposition to Disease | Genetic Testing | Humans | Risk Factors | Models, Molecular | Homologous Recombination | Mutation, Missense | Breast Neoplasms - metabolism | BRCA1 Protein - genetics | Animals | Breast Neoplasms - genetics | Breast Neoplasms - pathology | BRCA1 Protein - metabolism | Phosphopeptides - genetics | Phosphopeptides - metabolism | Female | Mice | Life Sciences

Journal Article

Annals of Physics, ISSN 0003-4916, 2011, Volume 326, Issue 8, pp. 2186 - 2242

► O(N) anharmonic oscillators are considered in the path integral formalism. ► Higher-order corrections to instantons are obtained using Feynman diagram...

Asymptotic problems and properties | Summation of perturbation theory | General properties of perturbation theory | PERTURBATION-THEORY | PHYSICS, MULTIDISCIPLINARY | EXPANSION | ANHARMONIC-OSCILLATOR | QUANTUM-MECHANICS | LARGE-ORDER | Random variables | Normal distribution | Physics | Oscillators | Perturbation methods | Integrals | Mathematical analysis | Saddle points | Determinants | Anharmonicity | Instantons | CORRECTIONS | VARIATIONS | APPROXIMATIONS | CALCULATION METHODS | INSTANTONS | FUNCTIONS | PARTITION FUNCTIONS | ASYMPTOTIC SOLUTIONS | INTEGRALS | EQUIPMENT | MATHEMATICAL SOLUTIONS | SYMMETRY BREAKING | DISPERSION RELATIONS | DISTURBANCES | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | ANHARMONIC OSCILLATORS | INFORMATION | ELECTRONIC EQUIPMENT | FEYNMAN DIAGRAM | FIELD THEORIES | DIAGRAMS | EIGENVALUES | WKB APPROXIMATION | OSCILLATORS | FLUCTUATIONS | PERTURBATION THEORY | PATH INTEGRALS | QUANTIZATION | QUASI PARTICLES

Asymptotic problems and properties | Summation of perturbation theory | General properties of perturbation theory | PERTURBATION-THEORY | PHYSICS, MULTIDISCIPLINARY | EXPANSION | ANHARMONIC-OSCILLATOR | QUANTUM-MECHANICS | LARGE-ORDER | Random variables | Normal distribution | Physics | Oscillators | Perturbation methods | Integrals | Mathematical analysis | Saddle points | Determinants | Anharmonicity | Instantons | CORRECTIONS | VARIATIONS | APPROXIMATIONS | CALCULATION METHODS | INSTANTONS | FUNCTIONS | PARTITION FUNCTIONS | ASYMPTOTIC SOLUTIONS | INTEGRALS | EQUIPMENT | MATHEMATICAL SOLUTIONS | SYMMETRY BREAKING | DISPERSION RELATIONS | DISTURBANCES | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | ANHARMONIC OSCILLATORS | INFORMATION | ELECTRONIC EQUIPMENT | FEYNMAN DIAGRAM | FIELD THEORIES | DIAGRAMS | EIGENVALUES | WKB APPROXIMATION | OSCILLATORS | FLUCTUATIONS | PERTURBATION THEORY | PATH INTEGRALS | QUANTIZATION | QUASI PARTICLES

Journal Article

The FEBS Journal, ISSN 1742-464X, 01/2017, Volume 284, Issue 2, pp. 338 - 352

At the nuclear envelope, the inner nuclear membrane protein emerin contributes to the interface between the nucleoskeleton and the chromatin. Emerin is an...

nuclear envelope | nucleoskeleton | lamin | oligomerization | intrinsically disordered region | folding | SUN PROTEINS | BIOCHEMISTRY & MOLECULAR BIOLOGY | BAF | COMPLEXES | LAMIN-A/C | IDENTIFICATION | DNA | ENVELOPE | DREIFUSS MUSCULAR-DYSTROPHY | NUCLEAR-MEMBRANE PROTEIN | MECHANOTRANSDUCTION | Humans | Protein Multimerization | Recombinant Fusion Proteins - metabolism | DNA-Binding Proteins - metabolism | Cloning, Molecular | Escherichia coli - metabolism | Membrane Proteins - metabolism | Protein Interaction Domains and Motifs | Nuclear Proteins - genetics | Binding Sites | Amino Acid Sequence | Protein Conformation, alpha-Helical | Gene Expression | Membrane Proteins - genetics | Models, Molecular | Nuclear Proteins - metabolism | Recombinant Fusion Proteins - chemistry | DNA-Binding Proteins - genetics | Nuclear Proteins - chemistry | DNA-Binding Proteins - chemistry | Sequence Alignment | Membrane Proteins - chemistry | Protein Conformation, beta-Strand | Escherichia coli - genetics | Protein Binding | Recombinant Fusion Proteins - genetics | Kinetics | Mutation | Oligomers | Protein binding | Proteins | Chromatin | Muscular dystrophy | Binding | Self assembly | Residues | Disulfide bonds | Oligomerization | Nuclear magnetic resonance--NMR | Emery-Dreifuss muscular dystrophy | Amino acids | Forming | Mutants | Defects | Membrane proteins | Fragmentation | Bridges | Self-assembly | Filaments | Resonance | Emery | Dystrophy | Structural analysis | Life Sciences

nuclear envelope | nucleoskeleton | lamin | oligomerization | intrinsically disordered region | folding | SUN PROTEINS | BIOCHEMISTRY & MOLECULAR BIOLOGY | BAF | COMPLEXES | LAMIN-A/C | IDENTIFICATION | DNA | ENVELOPE | DREIFUSS MUSCULAR-DYSTROPHY | NUCLEAR-MEMBRANE PROTEIN | MECHANOTRANSDUCTION | Humans | Protein Multimerization | Recombinant Fusion Proteins - metabolism | DNA-Binding Proteins - metabolism | Cloning, Molecular | Escherichia coli - metabolism | Membrane Proteins - metabolism | Protein Interaction Domains and Motifs | Nuclear Proteins - genetics | Binding Sites | Amino Acid Sequence | Protein Conformation, alpha-Helical | Gene Expression | Membrane Proteins - genetics | Models, Molecular | Nuclear Proteins - metabolism | Recombinant Fusion Proteins - chemistry | DNA-Binding Proteins - genetics | Nuclear Proteins - chemistry | DNA-Binding Proteins - chemistry | Sequence Alignment | Membrane Proteins - chemistry | Protein Conformation, beta-Strand | Escherichia coli - genetics | Protein Binding | Recombinant Fusion Proteins - genetics | Kinetics | Mutation | Oligomers | Protein binding | Proteins | Chromatin | Muscular dystrophy | Binding | Self assembly | Residues | Disulfide bonds | Oligomerization | Nuclear magnetic resonance--NMR | Emery-Dreifuss muscular dystrophy | Amino acids | Forming | Mutants | Defects | Membrane proteins | Fragmentation | Bridges | Self-assembly | Filaments | Resonance | Emery | Dystrophy | Structural analysis | Life Sciences

Journal Article

1981, Volume 70, no. 2., 111-167.

Book

1976, ISBN 0720404339, xx, 386

Book

1993, 2nd ed., International series of monographs on physics, ISBN 0198520530, Volume 85., xxiv, 996

Book

07/2007, Oxford graduate texts, ISBN 0199227195, 452

The renormalization group is one of most important theoretical concepts that has emerged in physics during the twentieth century. It explains important...

Renormalization (Physics) | Phase transformations (Statistical physics)

Renormalization (Physics) | Phase transformations (Statistical physics)

eBook

Applied Numerical Mathematics, ISSN 0168-9274, 2010, Volume 60, Issue 12, pp. 1454 - 1464

Summation methods play a very important role in quantum field theory because all perturbation series are divergent and the expansion parameter is not always...

Divergent series | Borel transformation | Summation methods | Quantum mechanics | MATHEMATICS, APPLIED | FIELD-THEORY | CRITICAL EXPONENTS | PERTURBATION-THEORY | CONVERGENCE PROOF | DIMENSIONS | ISING-MODEL | ANHARMONIC-OSCILLATOR | OPTIMIZED DELTA-EXPANSION | EQUATION | Perturbation methods | Lists | Field theory | Mapping | Mathematical models | Recall | Transformations | Convergence

Divergent series | Borel transformation | Summation methods | Quantum mechanics | MATHEMATICS, APPLIED | FIELD-THEORY | CRITICAL EXPONENTS | PERTURBATION-THEORY | CONVERGENCE PROOF | DIMENSIONS | ISING-MODEL | ANHARMONIC-OSCILLATOR | OPTIMIZED DELTA-EXPANSION | EQUATION | Perturbation methods | Lists | Field theory | Mapping | Mathematical models | Recall | Transformations | Convergence

Journal Article

19.
Full Text
Multi-instantons and exact results III: Unification of even and odd anharmonic oscillators

Annals of Physics, ISSN 0003-4916, 2010, Volume 325, Issue 5, pp. 1135 - 1172

This is the third article in a series of three papers on the resonance energy levels of anharmonic oscillators. Whereas the first two papers mainly dealt with...

Asymptotic problems and properties | Summation of perturbation theory | General properties of perturbation theory | DOUBLE WELLS | PT-SYMMETRY | PHYSICS, MULTIDISCIPLINARY | DISTRIBUTIONAL BOREL SUMMABILITY | ORDER BINDING CORRECTIONS | PSEUDO-HERMITICITY | PERTURBATION-THEORY | GROUND-STATE ENERGY | QUANTUM-MECHANICS | OPERATORS | NON-HERMITIAN HAMILTONIANS | Quantum physics | Quantum theory | SYMMETRY | RESONANCE | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | OSCILLATORS | ANHARMONIC OSCILLATORS | INSTANTONS | PERTURBATION THEORY | POWER SERIES | ENERGY LEVELS | QUANTIZATION | ASYMPTOTIC SOLUTIONS | DISPERSION RELATIONS

Asymptotic problems and properties | Summation of perturbation theory | General properties of perturbation theory | DOUBLE WELLS | PT-SYMMETRY | PHYSICS, MULTIDISCIPLINARY | DISTRIBUTIONAL BOREL SUMMABILITY | ORDER BINDING CORRECTIONS | PSEUDO-HERMITICITY | PERTURBATION-THEORY | GROUND-STATE ENERGY | QUANTUM-MECHANICS | OPERATORS | NON-HERMITIAN HAMILTONIANS | Quantum physics | Quantum theory | SYMMETRY | RESONANCE | CLASSICAL AND QUANTUM MECHANICS, GENERAL PHYSICS | OSCILLATORS | ANHARMONIC OSCILLATORS | INSTANTONS | PERTURBATION THEORY | POWER SERIES | ENERGY LEVELS | QUANTIZATION | ASYMPTOTIC SOLUTIONS | DISPERSION RELATIONS

Journal Article

Annals of Physics, ISSN 0003-4916, 2004, Volume 313, Issue 1, pp. 197 - 267

We consider specific quantum mechanical model problems for which perturbation theory fails to explain physical properties like the eigenvalue spectrum even...

Asymptotic problems and properties | General properties of perturbation theory | asymptotic problems and properties | PERTURBATION-THEORY | ANHARMONIC-OSCILLATOR | PHYSICS, MULTIDISCIPLINARY | general properties of perturbation theory | QUANTUM-MECHANICS | Physics - Quantum Physics

Asymptotic problems and properties | General properties of perturbation theory | asymptotic problems and properties | PERTURBATION-THEORY | ANHARMONIC-OSCILLATOR | PHYSICS, MULTIDISCIPLINARY | general properties of perturbation theory | QUANTUM-MECHANICS | Physics - Quantum Physics

Journal Article