Download Communications in Mathematical Physics - Volume 304 by M. Aizenman (Chief Editor) PDF

By M. Aizenman (Chief Editor)

Articles during this volume:

From Open Quantum platforms to Open Quantum Maps
Stéphane Nonnenmacher, Johannes Sjöstrand and Maciej Zworski

Generalized Pseudo-Kähler Structures
Johann Davidov, Gueo Grantcharov, Oleg Mushkarov and Miroslav Yotov

Colored team box Theory
Razvan Gurau

Warped Convolutions, Rieffel Deformations and the development of Quantum box Theories
Detlev Buchholz, Gandalf Lechner and Stephen J. Summers

The Spectral motion and Cosmic Topology
Matilde Marcolli, Elena Pierpaoli and Kevin Teh

Spectral homes of the Renormalization crew at endless Temperature
Mei Yin

On a Correspondence among SUq(2), Eq(2)SUq(2)Eq(2) and (SU)q(1,1)SUq(11)
Kenny De Commer

Hilbert growth from the Boltzmann Equation to Relativistic Fluids
Jared Speck and Robert M. Strain

Comment on “Random Quantum Circuits are Approximate 2-designs” by means of A.W. Harrow and R.A. Low (Commun. Math. Phys. 291, 257–302 (2009))
Igor Tuche Diniz and Daniel Jonathan

Rigidity and Non-local Connectivity of Julia units of a few Quadratic Polynomials
Genadi Levin

On Vanishing Theorems for Vector package deal Valued p-Forms and their Applications
Yuxin Dong and Shihshu Walter Wei

Distortion of the Poisson Bracket through the Noncommutative Planck Constants
Artur E. Ruuge and Freddy Van Oystaeyen

Poincaré Polynomial of Moduli areas of Framed Sheaves on (Stacky) Hirzebruch Surfaces
Ugo Bruzzo, Rubik Poghossian and Alessandro Tanzini

Equivalences among GIT Quotients of Landau-Ginzburg B-Models
Ed Segal

Non-Abelian a number of Vortices in Supersymmetric box Theory
Chang-Shou Lin and Yisong Yang

Local Causal buildings, Hadamard States and the main of neighborhood Covariance in Quantum box Theory
Claudio Dappiaggi, Nicola Pinamonti and Martin Porrmann

Twistor thought on a Finite Graph
Paul Baird and Mohammad Wehbe

Global life and entire Regularity of the Boltzmann Equation with out Angular Cutoff
R. Alexandre, Y. Morimoto, S. Ukai, C. -J. Xu and T. Yang

Erratum to: Equilibrium States for period Maps: Potentials with sup f- inf f < htop (f)−infhtop(f) Henk Bruin and Mike Todd 585-635 Boundary worth difficulties for the desk bound Axisymmetric Einstein Equations: A Disk Rotating round a Black Hole Jonatan Lenells 637-647 Construction of N-Body preliminary info units commonly Relativity Piotr T. Chruściel, Justin Corvino and James Isenberg 649-664 The Aggregation Equation with Power-Law Kernels: Ill-Posedness, Mass focus and Similarity Solutions Hongjie Dong 665-688 Ergodicity of a few Open platforms with Particle-Disk Interactions Tatiana Yarmola 689-709 Comparison among the Cramer-Rao and the Mini-max techniques in Quantum Channel Estimation Masahito Hayashi 711-722 Phase Transitions with Four-Spin Interactions Joel L. Lebowitz and David Ruelle 723-763 Local statistics of Realizable Vertex Models Zhongyang Li 765-796 Categorical formula of Finite-Dimensional Quantum Algebras Jamie Vicary 797-874 Elliptic Hypergeometry of Supersymmetric Dualities V. P. Spiridonov and G. S. Vartanov 875-878 Erratum to: necessary formulation for the uneven basic Exclusion Process Craig A. Tracy and Harold Widom

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Fourier 57, 2095–2141 (2007) 45. : From quasimodes to resonances. Math. Res. Lett. 5, 261–272 (1998) 46. : Dynamical model for the quantum-to-classical crossover of shot noise. Phys. Rev. B 68, 115313 (2003) 47. : Unstable periodic orbits and semiclassical quantisation. J. Phys. A 21, 685–692 (1988) 48. : Quantum Mechanics and Semiclassics of Hyperbolic n-Disk Scattering Systems. Phys. Rep. 309, 1–116 (1999) Communicated by S. Zelditch Commun. Math. Phys. 1007/s00220-011-1213-1 Communications in Mathematical Physics Generalized Pseudo-Kähler Structures Johann Davidov1,2, , Gueo Grantcharov3 , Oleg Mushkarov1, , Miroslav Yotov3 1 Institute of Mathematics and Informatics, Bulgarian Academy of Sciences, 1113 Sofia, Bulgaria.

This can be done by extending the symplectomorphism κk , the associated unitary Fourier integral operator Uk , and replace the cutoff function χ k by a function χ +k supported in the set +k ; we can then define the extended Poisson operator as: K k+ (z) = χ w+ Uk K(z) : H ( ) → H ( k + k ). Assuming κk,z (WFh (v+k )) is contained in the departure set Dk (z) ⊂ k (z), the extended ++ (z). In microlocal solution K k+ (z)v+k is concentrated in the union of tubes ∪ j∈J+ (k) T jk that case, we take as our Ansatz def u k = χbk K k+ (z) v+k .

Complex scaling and the distribution of scattering poles. J. AMS 4, 729– 769 (1991) 42. : Quantum monodromy and semiclassical trace formulae. J. Math. Pure Appl. 81, 1–33 (2002) 43. : Fractal upper bounds on the density of semiclassical resonances. Duke Math. J. 137, 381–459 (2007) 44. : Elementary linear algebra for advanced spectral problems. Ann. l’Inst. Fourier 57, 2095–2141 (2007) 45. : From quasimodes to resonances. Math. Res. Lett. 5, 261–272 (1998) 46. : Dynamical model for the quantum-to-classical crossover of shot noise.

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