Status of Salerno Laboratory (Measurements in Nuclear Emulsion)

A report on the analysis work in the Salerno Emulsion Laboratory is presented. It is related to the search for nu_mu->nu_tau oscillations in CHORUS experiment, the calibrations in the WANF (West Area Neutrino Facility) at Cern and tests and preparation for new experiments.Comment: Proc. The First International Workshop of Nuclear Emulsion Techniques (12-24 June 1998, Nagoya, Japan), 15 pages, 11 figure

Role of subcutaneous abdominal fat on cardiac function and proinflammatory cytokines in premenopausal obese women

The role of surgically removing subcutaneous fat by abdominoplasty on circulating inflammatory markers and myocardial dysfunction, evaluated by myocardial performance index (MPI), were investigated. Twenty volunteers submitted to the abdominoplasty (abdominoplasty group), and other 28 women treated by hypocaloric diet (diet group) were evaluated. Echocardiographic parameters of MPI, circulating levels of tumor necrosis factor (TNF)-alpha and interleukin (IL)-6, were performed at baseline and 2 months later. Compared with nonobese women, obese women had increased concentrations of TNF-alpha (P < 0.01), IL-6 (P < 0.01), and higher MPI (P < 0.02), indicating ventricular dysfunction. Subcutaneous fat concentrations of TNF-alpha and IL-6 were related to MPI impairment. After 60 days, waist-to hip ratio was significantly reduced in the abdominoplasty group. Anthropometric changes were accompanied by a significant decline in plasma concentrations of TNF-alpha and IL-6 levels as well as by significant improvements of MPI in abdominoplasty group compared with diet group. Abdominoplasty may represent a safe method for ameliorating cardiac function in obese women

Efficient Resolution of Anisotropic Structures

We highlight some recent new delevelopments concerning the sparse representation of possibly high-dimensional functions exhibiting strong anisotropic features and low regularity in isotropic Sobolev or Besov scales. Specifically, we focus on the solution of transport equations which exhibit propagation of singularities where, additionally, high-dimensionality enters when the convection field, and hence the solutions, depend on parameters varying over some compact set. Important constituents of our approach are directionally adaptive discretization concepts motivated by compactly supported shearlet systems, and well-conditioned stable variational formulations that support trial spaces with anisotropic refinements with arbitrary directionalities. We prove that they provide tight error-residual relations which are used to contrive rigorously founded adaptive refinement schemes which converge in $L_2$. Moreover, in the context of parameter dependent problems we discuss two approaches serving different purposes and working under different regularity assumptions. For frequent query problems, making essential use of the novel well-conditioned variational formulations, a new Reduced Basis Method is outlined which exhibits a certain rate-optimal performance for indefinite, unsymmetric or singularly perturbed problems. For the radiative transfer problem with scattering a sparse tensor method is presented which mitigates or even overcomes the curse of dimensionality under suitable (so far still isotropic) regularity assumptions. Numerical examples for both methods illustrate the theoretical findings