منابع مشابه
Investigation of the prevalence of Torus Mandibularis and Torus palatinus in Attendants of rafsanjan Dental school
the prevalence of Torus palatinus and Torus Mandibularis is widely different in various populations and races.this descriptive study was performed in 1999,to investigate the the prevalence of Torus Mandibularis and Torus palatinus in patients referring to Rafsanjan dental school.584 patients(268 men and 316 women) which were over 18 years old were examined.the information recorded in the questi...
متن کاملTorus Bundles over a Torus
1. If a compact Lie group P acts on a completely regular topological space E then E is said to be a principal P-bundle if whenever the relation px — x holds for pÇzP, x£E it follows that p = e, the identity of P. The orbit space X = E/P is called the base space and the map tt: E—>X carrying y into its orbit P-y is called the projection. Suppose now that G is a Lie group, 77i a closed subgroup o...
متن کاملSuper Yang-Mills Theory on Noncommutative Torus from Open Strings Interactions
Considering the scattering of massless open strings attached to a D2-brane living in the B field background, we show that corresponding scattering upto the order of α ′2 is exactly given by the gauge theory on noncommutative background, which is characterized by the Moyal bracket. 1 Introduction After the novel work of Witten [1], it was realized that the low energy dynamics of open
متن کاملSuper Yang-Mills Theory on Noncommutative Torus from Open Strings Interactions
Considering the scattering of massless open strings attached to a D-string living in the B field background, we show that corresponding scattering upto the order of α ′2 is exactly given by the gauge theory on noncommutative background, which is characterized by the Moyal bracket. 1 Introduction After the novel work of Witten [1], it was realized that the low energy dynamics of open
متن کاملTorus Construction
The maximally compact representation of a regular orbit is in terms of its action-angle variables (J, θ). Computing the map between a trajectory's Cartesian coordinates and its action-angle variables is called torus construction. This article reviews various approaches to torus construction and their application to galactic dynamics.
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ژورنال
عنوان ژورنال: Kyungpook mathematical journal
سال: 2016
ISSN: 1225-6951
DOI: 10.5666/kmj.2016.56.1.295