Download Annales Henri Poincaré - Volume 10 by Vincent Rivasseau (Chief Editor) PDF

By Vincent Rivasseau (Chief Editor)

Articles during this volume:

1-17
On the Ultraviolet challenge for the 2nd Weakly Interacting Fermi Gas
Giuseppe Benfatto

19-34
Borchers’ Commutation family for Sectors with Braid workforce information in Low Dimensions
Jens Mund

35-60
Dispersion relatives within the Noncommutative three and Wess–Zumino version within the Yang–Feldman Formalism
Claus Döscher and Jochen Zahn

61-93
The impression of Time-Dependent Coupling on Non-Equilibrium regular States
Horia D. Cornean, Hagen Neidhardt and Valentin A. Zagrebnov

95-122
Sharp Asymptotics for the Neumann Laplacian with Variable Magnetic box: Case of measurement 2
Nicolas Raymond

123-143
Spectral and Scattering thought of Friedrichs types at the optimistic part Line with Hilbert–Schmidt Perturbations
Hellmut Baumgärtel

145-187
Mean-Field restrict and Semiclassical enlargement of a Quantum Particle System
Federica Pezzotti and Mario Pulvirenti

189-223
The hint formulation for Quantum Graphs with normal Self Adjoint Boundary Conditions
Jens Bolte and Sebastian Endres

225-274
Dynamics of Bianchi kind I recommendations of the Einstein Equations with Anisotropic Matter
Simone Calogero and J. Mark Heinzle

275-337
Convergent Null info Expansions at Space-Like Infinity of desk bound Vacuum Solutions
Andrés E. Aceña

339-356
Octonionic Twists for Supermembrane Matrix Models
Jens Hoppe, Douglas Lundholm and Maciej Trzetrzelewski

357-375
Unbounded Orbits for Semicircular Outer Billiard
Dmitry Dolgopyat and Bassam Fayad

377-394
On Confining Potentials and crucial Self-Adjointness for Schrödinger Operators on Bounded domain names in Rn
Gheorghe Nenciu and Irina Nenciu

395-414
A decrease certain at the First Spectral hole of Schrödinger Operators with Kato classification Measures
Hendrik Vogt

415-428
High Frequency Dispersive Estimates in measurement Two
Simon Moulin

429-451
Entropy and rot of Correlations for actual Analytic Semi-Flows
Frédéric Naud

453-484
A Space-Time Characterization of the Kerr–Newman Metric
Willie W. Wong

485-511
Scaling restrict for Subsystems and Doplicher–Roberts Reconstruction
Roberto Conti and Gerardo Morsella

513-548
Bethe Ansatz for the common Weight Function
Luc Frappat, Sergey Khoroshkin, Stanislav Pakuliak and Éric Ragoucy

549-571
Scattering at 0 power for appealing Homogeneous Potentials
Jan Dereziński and Erik Skibsted

573-575
A word on Low strength Scattering for Homogeneous Long-Range Potentials
Rupert L. Frank

577-621
Analytic Perturbation idea and Renormalization research of topic Coupled to Quantized Radiation
Marcel Griesemer and David G. Hasler

623-671
Regularity stipulations for Einstein’s Equations at Spatial Infinity
Juan Antonio Valiente Kroon

673-709
Multilinear Eigenfunction Estimates for the Harmonic Oscillator and the Nonlinear Schrödinger Equation with the Harmonic Potential
Takafumi Akahori and Kenichi Ito

711-747
Weyl legislation for in part Open Quantum Maps
Emmanuel Schenck

749-771
Analyticity for a few Operator services from Statistical Quantum Mechanics
Kurt Hoke, Hans-Christoph Kaiser and Joachim Rehberg

773-792
Upper Estimates of the Density of States in a single measurement Interpolating among the Wegner and the Lifshitz Regime
Bernd Metzger

793-822
Operator Theoretic tools for the Eigenvalue Counting functionality in Spectral Gaps
Alexander Pushnitski

823-866
First Order strategy and Index Theorems for Discrete and Metric Graphs
Olaf Post

867-891
Tree Quantum box Theory
Razvan Gurau, Jacques Magnen and Vincent Rivasseau

893-912
Topological Censorship for Kaluza–Klein Space-Times
Piotr T. Chruściel, Gregory J. Galloway and Didier Solis

913-953
Physical nation for Nonrelativistic Quantum Electrodynamics
Fumio Hiroshima and Akito Suzuki

955-994
Supersymmetric Quantum box conception: Indefinite Metric
Florin Constantinescu

995-1025
Poisson and Diffusion Approximation of Stochastic grasp Equations with Control
Clément Pellegrini

1027-1073
Topological beneficial properties of huge Bosons on Two-Dimensional Einstein Space–Time
Romeo Brunetti, Lorenzo Franceschini and Valter Moretti

1075-1095
The internal Cauchy Horizon of Axisymmetric and desk bound Black Holes with Surrounding subject in Einstein–Maxwell thought: learn by way of Soliton Methods
Jörg Hennig and Marcus Ansorg

1097-1110
On the Spectrum of the Resonant Quantum Kicked Rotor
Italo Guarneri

1111-1139
Hecke Eigenfunctions of Quantized Cat Maps Modulo top Powers
Rikard Olofsson

1141-1158
A Galton–Watson Estimate for Dyson Series
Hans Maassen and Dmitri Botvich

1159-1205
On balance of Pseudo-Conformal Blowup for L2-critical Hartree NLS
Joachim Krieger, Enno Lenzmann and Pierre Raphaël

1207-1222
The flooring kingdom of Relativistic Ions within the restrict of excessive Magnetic Fields
Doris H. Jakubassa-Amundsen

1223-1249
Dynamical part Transition for a Quantum Particle Source
Maximilian Butz and Herbert Spohn

1251-1284
Repeated and non-stop Interactions in Open Quantum Systems
Laurent Bruneau, Alain Joye and Marco Merkli

1285-1309
Gell-Mann and occasional formulation for Degenerate Unperturbed States
Christian Brouder, Gianluca Panati and Gabriel Stoltz

1311-1333
Non-Existence and specialty effects for Supercritical Semilinear Elliptic Equations
Jean Dolbeault and Robert Stańczy

1335-1358
Hilbert Lattice Equations
Norman D. Megill and Mladen Pavičić

1359-1376
Formation of Higher-dimensional Topological Black Holes
Filipe C. Mena, José Natário and Paul Tod

1377-1393
Perturbation approach for Particle-like suggestions of the Einstein–Dirac Equations
Simona Rota Nodari

1395-1417
On Heisenberg-like great team Structures
Ramon Peniche and O. A. Sánchez-Valenzuela

1419-1436
Invariant Tori in Hamiltonian platforms with excessive Order right Degeneracy
Yuecai Han, Yong Li and Yingfei Yi

1437-1486
A Gluing development concerning aspect debris commonly Relativity
Iva Stavrov Allen

1487-1535
A development of continuing Scalar Curvature Manifolds with Delaunay-type Ends
Almir Silva Santos

1537-1557
All Vacuum close to Horizon Geometries in D-dimensions with (D − three) Commuting Rotational Symmetries
Stefan Hollands and Akihiro Ishibashi

1559-1604
The floor country and the Long-Time Evolution within the CMC Einstein Flow
Martin Reiris

1605-1610
On normal Superhomogeneous types for Minkowski Superspacetime
Ramon Peniche, G. Salgado and O. A. Sánchez-Valenzuela

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Extra resources for Annales Henri Poincaré - Volume 10

Example text

18] J. M. Grimstrup, B. Kloibock, L. Popp, V. Putz, M. Schweda and M. Wickenhauser, The energy-momentum tensor in noncommutative gauge field models, Int. J. Mod. Phys. A 19 (2004), 5615, [arXiv:hep-th/0210288]. [19] H. Grosse and H. Steinacker, A nontrivial solvable noncommutative φ3 model in 4 dimensions, arXiv:hep-th/0603052. [20] J. Gomis and T. Mehen, Space-time noncommutative field theories and unitarity, Nucl. Phys. B 591 (2000), 265, [arXiv:hep-th/0005129]. [21] H. Grosse and R. Wulkenhaar, Renormalisation of φ4 -theory on non-commutative R4 to all orders, Lett.

In the modified Feynman rules originally proposed in [15] for both the noncommutative Euclidean and the Minkowski space, one simply attaches a phase factor depending on the momenta, the so-called twisting, to each vertex. In cases where the twistings do not cancel, one speaks of a non-planar diagram. Then an oscillating phase remains in the loop integral. 36 C. D¨ oscher and J. Zahn Ann. Henri Poincar´e It is part of the folklore of NCQFT that this makes the loop integral convergent. However, to the best of our knowledge, the precise meaning of these integrals has never been stated.

141 (1998), 471–492. [3] H. J. Borchers, Local rings and the connection of spin with statistics, Commun. Math. Phys. 1 (1965), 281–307. [4] H. J. Borchers, The CPT-theorem in two-dimensional theories of local observables, Commun. Math. Phys. 143 (1992), 315–332. [5] H. J. Borchers, On Poincar´e transformations and the modular group of the algebra associated with a wedge, Lett. Math. Phys. 46 (1998), 295–301. [6] H. J. Borchers, On revolutionizing quantum field theory with Tomita’s modular theory, J.

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