Association between nonnutritive sucking habits and anterior open bite in the deciduous dentition of Japanese-Brazilians

OBJECTIVE: Assess the association between nonnutritive sucking habits and anterior open bite in the deciduous dentition of Japanese-Brazilian children. METHODS: 410 children of Japanese origin were assessed, 206 boys and 204 girls, between 2 and 6 years of age, in schools in São Paulo State, Brazil. Questionnaires concerning their nonnutritive sucking habits were sent to their legal guardians. Chi-square tests (p<0.05) were applied to assess the association between nonnutritive sucking habits and anterior open bite, and the logistic regression test to obtain the relative risk. RESULTS: The prevalence of sucking habits found in the sample was of 44.6% and for the anterior open bite, 4.4%. There was a statistically significant association between anterior open bite and sucking habits (O.R.=10.77), persistence of sucking habits from 2 to 4 years old (O.R.=22.06), and the persistence of sucking habits from 4 to 6 years old (O.R.=17.31). As for the interruption period of the habit, the group that had interrupted the habit for a period equal or inferior to six months showed an increased prevalence of open bite compared to the group without this habit or in which the habit was interrupted for more than six months. CONCLUSION: Japanese-Brazilian children that had sucking habits have greater chance of acquiring anterior open bite in the deciduous dentition.

Calculation of the eigenfunctions of the two-group neutron diffusion equation and application to modal decomposition of BWR instabilities

In this thesis, numerical methods aiming at determining the eigenfunctions, their adjoint and the corresponding eigenvalues of the two-group neutron diffusion equations representing any heterogeneous system are investigated. First, the classical power iteration method is modified so that the calculation of modes higher than the fundamental mode is possible. Thereafter, the Explicitly-Restarted Arnoldi method, belonging to the class of Krylov subspace methods, is touched upon. Although the modified power iteration method is a computationally-expensive algorithm, its main advantage is its robustness, i.e. the method always converges to the desired eigenfunctions without any need from the user to set up any parameter in the algorithm. On the other hand, the Arnoldi method, which requires some parameters to be defined by the user, is a very efficient method for calculating eigenfunctions of large sparse system of equations with a minimum computational effort. These methods are thereafter used for off-line analysis of the stability of Boiling Water Reactors. Since several oscillation modes are usually excited (global and regional oscillations) when unstable conditions are encountered, the characterization of the stability of the reactor using for instance the Decay Ratio as a stability indicator might be difficult if the contribution from each of the modes are not separated from each other. Such a modal decomposition is applied to a stability test performed at the Swedish Ringhals-1 unit in September 2002, after the use of the Arnoldi method for pre-calculating the different eigenmodes of the neutron flux throughout the reactor. The modal decomposition clearly demonstrates the excitation of both the global and regional oscillations. Furthermore, such oscillations are found to be intermittent with a time-varying phase shift between the first and second azimuthal modes.

Jewish science and health : text book of Jewish science

by Morris Lichtenstein

Cyclin D1 mediates epithelial proliferation and links {\it ras\/} activation to the cell cycle

The studies presented in this thesis focus on two aspects of the involvement of cyclin D1 in epithelial proliferation. Since cyclin D1 has been identified as a target for genetic alterations and deregulation in a variety of human cancers, we studied cyclin D1 expression in two experimental models of epithelial carcinogenesis. These studies provided evidence that cyclin D1 was a potential target of the activating mutation of the Ha-ras gene characteristic of the experimental protocol. In addition, evidence from two independent in vitro models suggested that cyclin D1 was indeed part of the primary cellular response to activated ras, and at least partly responsible for the increase in proliferation observed in ras-transformed cells.^ Cyclin D1 has also been described as a key regulator of the passage through the G1 phase of the cell cycle. Cyclin D1 is induced in response to mitogens in a variety of cell lines, and cells engineered to overexpress cyclin D1 show accelerated G1 transit. In order to study the involvement of cyclin D1 in epithelial cell growth and differentiation, we generated transgenic mice that constitutively overexpress cyclin D1 in stratified epithelia. These mice developed thymic hyperplasia and skin hyperproliferation, providing in vivo evidence of the potential of cyclin D1 to regulate growth of epithelial cells. ^