The Margot Cave (Mayenne): A New Palaeolithic Sanctuary in West France

International audienc

Serum uric acid and left ventricular geometry pattern in obese children

Background: Relative importance of traditional and non-traditional components of metabolic syndrome (MetSy) as risk factors for subclinical target organ damage in obese children is still under investigation. Recent studies highlight the role of serum uric acid (SUA) as an emerging non-traditional independent risk factor which correlates with obesity, MetSy, type 2 diabetes, preclinical cardiac and extracardiac organ damage, as well as cardiovascular events. Aims: To study the relationship between SUA and left ventricular geometry pattern in obese children with or without MetSy. Patients and methods: In this cross-sectional study, a total of 73 obese children, 64.4% male, and 35.6% female, with median age of 15 years (IQR = 12–16) were examined. Body mass index, glycaemia, standard lipid profile, fasting insulin level, HOMA index, serum uric acid level, 24-h average systolic blood pressure, left ventricular mass index (LVMI) and relative wall thickness (RWT) were evaluated in all children. Results: LVMI in our study group was 46 g/m2.7 (IQR = 42–55) while the RWT was 37% (IQR = 31–41). Median SUA level was 341 Μmol/L (IQR = 283–387). In the entire sample of children, SUA was independently associated with the RWT (coeff = 0.02, p < 0.01). In a sub-group of metabolically unhealthy children, we found no statistically significant association between SUA and LVMI nor between SUA and RWT (coeff. = 0.002, p = 0.92; coeff. = 0.01, p = 0.20, respectively). Conclusion: Serum uric acid is an important independent non-traditional risk factor for the development of concentric left ventricular geometry in obese children. These findings deserve further investigation to determine whether high SUA in obese children may be a therapeutic target

Smoothness and Estimates of Sequences in Banach-Spaces

An upper bound for the order of smoothness of bump functions in Banach spaces without copy of c(0) is found in terms of lower and upper estimates of their sequences. It is also shown that every C-infinity-smooth Banach space with symmetric basis either contains c(0) or is isomorphic to l(2n) for some integer n