Prevalence et facteurs associes a l’halitose buccale : Etude dans une population generale senegalaise

Introduction: Halitosis is a common complain among dental patients, chronic among 50% of the adult population, and of oral origin in 90% of the cases. The objective of this study was to evaluate the prevalence and related factors of oral halitosis among a senegalese population. Material and method: This was a transversal descriptive study of 396 Senegalese adults using a 24-point self-assessment questionnaire on halitosis. All subjects were examined to estimate the organoleptic means and to measure the Sulfur Volatile Compounds (SVC), using a halimeter. Halitosis was diagnosed when the level of sulfur volatile Compound was ≥125 ppb and the organoleptic score ≥ 2. Data were statistically analyzed using the chi2 test. Results: The global prevalence of halitosis was 32.3 %. The difference was not statistically significant between male and female. Among the 396 patients suffering from bad breath, 128 had a permanent halitosis and 52 had a physiological halitosis. The means of the organoleptic scores were 3.12 and that of the (SVC) were 273.9 ppb. Conclusion: The results of the study showed a relation between the organoleptic tests and the level of sulfur volatile compounds (SVC). Keywords: Halitosis, organoleptic tests, sulfur volatile compound, epidemiology, and self-assessment

A note on the sign (unit root) ambiguities of Gauss sums in index 2 and 4 cases

Recently, the explicit evaluation of Gauss sums in the index 2 and 4 cases have been given in several papers (see [2,3,7,8]). In the course of evaluation, the sigh (or unit root) ambiguities are unavoidably occurred. This paper presents another method, different from [7] and [8], to determine the sigh (unit root) ambiguities of Gauss sums in the index 2 case, as well as the ones with odd order in the non-cyclic index 4 case. And we note that the method in this paper are more succinct and effective than [8] and [7]

Complete Solving for Explicit Evaluation of Gauss Sums in the Index 2 Case

Let $p$ be a prime number, $q=p^f$ for some positive integer $f$, $N$ be a positive integer such that $\gcd(N,p)=1$, and let \k be a primitive multiplicative character of order $N$ over finite field \fq. This paper studies the problem of explicit evaluation of Gauss sums in "\textsl{index 2 case}" (i.e. f=\f{\p(N)}{2}=[\zn:\pp], where \p(\cd) is Euler function). Firstly, the classification of the Gauss sums in index 2 case is presented. Then, the explicit evaluation of Gauss sums G(\k^\la) (1\laN-1) in index 2 case with order $N$ being general even integer (i.e. N=2^{r}\cd N_0 where $r,N_0$ are positive integers and $N_03$ is odd.) is obtained. Thus, the problem of explicit evaluation of Gauss sums in index 2 case is completely solved

Stock identification: advancing in the knowledge of stock structure as a requirement for stock assessment

DEMERSTEM- Objectives of WP 1: -Improve the knowledge on the selected demersal stocks with a particular effort to solve the problems of stock identification and improvement of the quality of the data used for the assessment. -This follows the recommendations regularly made by CECAF.Peer reviewe

Objectif : santé

Version anglaise disponible dans la Bibliothèque numérique du CRDI: Hepatitis B:new hope in the struggleVersion espagnole disponible dans la Bibliothèque numérique du CRDI: Nueva esperanz

Meta es salud

Versión en inglés disponible en la Biblioteca Digital del IDRC:Hepatitis B:new hope in the struggleVersión en francés disponible en la Biblioteca Digital del IDRC:Nueva esperanz

Target : health

French version available in IDRC Digital Library: Hépatite B:un vaccin à la portée de tous ?Spanish version available in IDRC Digital Library: Nueva esperanz