Vertically transmitted HIV-l infection in children A report of 23 cases

Twenty-three children with vertically transmiUed human immunodeficiency virus type 1 (HIV-1) infection were seen at Baragwanath Hospital between May 1989 and April 1990. There was a marked increase in the number of cases in 1990. Infected children presented at a median age of 6 months; most commonly with lymphadenopathy, failure to thrive and respiratory complications. Serious bacterial infections occurred in 39%. Reversed helper T- to suppressor T-cell ratios were present in all but 1 of 16 children tested and hypergammaglobulinaemia and anaemia (usually normocytic) were frequently present. Some of the children have already died and the outlook for the others is bleak. With the increase of HIV infection in the heterosexual population, increasing numbers of infected children can be expected

Vector Bosons in the Randall-Sundrum 2 and Lykken-Randall models and unparticles

Unparticle behavior is shown to be realized in the Randall-Sundrum 2 (RS 2) and the Lykken-Randall (LR) brane scenarios when brane-localized Standard Model currents are coupled to a massive vector field living in the five-dimensional warped background of the RS 2 model. By the AdS/CFT dictionary these backgrounds exhibit certain properties of the unparticle CFT at large N_c and strong 't Hooft coupling. Within the RS 2 model we also examine and contrast in detail the scalar and vector position-space correlators at intermediate and large distances. Unitarity of brane-to-brane scattering amplitudes is seen to imply a necessary and sufficient condition on the positivity of the bulk mass, which leads to the well-known unitarity bound on vector operators in a CFT.Comment: 60 pages, 8 figure

Singularity, complexity, and quasi--integrability of rational mappings

We investigate global properties of the mappings entering the description of symmetries of integrable spin and vertex models, by exploiting their nature of birational transformations of projective spaces. We give an algorithmic analysis of the structure of invariants of such mappings. We discuss some characteristic conditions for their (quasi)--integrability, and in particular its links with their singularities (in the 2--plane). Finally, we describe some of their properties {\it qua\/} dynamical systems, making contact with Arnol'd's notion of complexity, and exemplify remarkable behaviours.Comment: Latex file. 17 pages. To appear in CM

Search for new phenomena in monophoton final states in proton-proton collisions at root s=8 TeV

Peer reviewe

Impact of antibiotic resistance on chemotherapy for pneumococcal infections

Over the past three decades, penicillin-resistant pneumococci have emerged worldwide. In addition, penicillin-resistant strains have also decreased susceptibility to other β-lactams (including cephalosporins) and these strains are often resistant to other antibiotic groups, making the treatment options much more difficult. Nevertheless, the present in vitro definitions of resistance to penicillin and cephalosporins in pneumococci could not be appropriated for all types of pneumococcal infections. Thus, current levels of resistance to penicillin and cephalosporin seem to have little, if any, clinical relevance in nonmeningeal infections (e.g., pneumonia or bacteremia). On the contrary, numerous clinical failures have been reported in patients with pneumococcal meningitis caused by strains with MICs ≥ 0.12 μg/ml, and penicillin should never be used in pneumococcal meningitis except when the strain is known to be fully susceptible to this drug. Today, therapy for pneumococcal meningitis should mainly be selected on the basis of susceptibility to cephalosporins, and most patients may currently be treated with high-dose cefotaxime (±) vancomycin, depending on the levels of resistance in the patient's geographic area. In this review, we present a practical approach, based on current levels of antibiotic resistance, for treating the most prevalent pneumococcal infections. However, it should be emphasized that the most appropriate antibiotic therapy for infections caused by resistant pneumococci remains controversial, and comparative, randomized studies are urgently needed to clarify the best antibiotic therapy for these infection

On Plane Cremona Transformations of fixed degree

We study the quasi-projective variety Bird of plane Cremona transformations defined by three polynomials of fixed degree d and its subvariety Bir◦d where the three polynomials have no common factor. We compute their dimension and the decomposition in irreducible components. We prove that Bird is connected for each d and Bir◦d is connected when d <7