Communications in Mathematical Physics - Volume 222

Estimates of Weil−Petersson Volumes via Effective Divisors......Page 1
On Asymptotic Properties of a Number Theoretic Function Arising out of a Spin Chain Model in Statistical Mechanics......Page 8
Notes for a Quantum Index Theorem......Page 43
Operator Algebras and Poisson Manifolds Associated to Groupoids......Page 95
Well Posedness for Pressureless Flow......Page 115
The Low-Temperature Expansion of the Wulff Crystal in the 3D Ising Model......Page 145
The Hamiltonian Operator Associated with Some Quantum Stochastic Evolutions......Page 178
On Quantum Ergodicity for Linear Maps of the Torus......Page 198
Quantum Teleportation with Entangled States Given by Beam Splittings......Page 225
Laplace−Beltrami Operator on a Riemann Surface and Equidistribution of Measures......Page 244
Universal Scalings in Homoclinic Doubling Cascades......Page 263
On the Collapse of Tubes Carried by 3D Incompressible Flows......Page 287
Hilbert Schemes, Separated Variables, and D-Branes......Page 293
On Connectivity of Julia Sets of Yang--Lee Zeros......Page 313
Periodic Orbits Contribution to the 2-Point Correlation Form Factor for Pseudo-Integrable Systems......Page 321
Asymptotic Properties of Solutions to 3-Particle Schrödinger Equations......Page 364
Bootstrap Multiscale Analysis and Localization in Random Media......Page 407
Large-Time Behaviors of Solutions to an Inflow Problem in the Half Space for a One-Dimensional System of Compressible Viscous Gas......Page 441
Asymptotic Statistics of Zeroes for the Lamé Ensemble......Page 467
No or Infinitely Many A.C.I.P. for Piecewise Expanding Cr Maps in Higher Dimensions......Page 486
Global Uniqueness in the Inverse Scattering Problem for the Schrödinger Operator with External Yang−Mills Potentials......Page 493
On Long-Time Evolution in General Relativity and Geometrization of 3-Manifolds......Page 522
Asymptotically Flat Initial Data with Prescribed Regularity at Infinity......Page 557
Representations of the Exceptional Lie Superalgebra E3,6 II: Four Series of Degenerate Modules......Page 598