This paper explains how agents in a social network can learn the arbitrary time-varying true state of the network.This is practical in social networks where information is released and updated without any coordination.Most existing literature for learning the true state using the Baby Lotions non-Bayesian learning approach, assumes that this true s
Applying the Haddon matrix conceptual model to guide motor vehicle crash injury research and prevention in Botswana
Introduction: Little literature addresses the burden of injury in Botswana, including trauma from motor-vehicle crashes (MVCs).In response, the LED Half Moon Standing Lamp University of Botswana and the Botswana Ministry of Health and Wellness are collaborating with the University of Pennsylvania to enhance injury and trauma research capacity in Bo
The Consequences of Evangelization for Interactions between Muslims and Christians
Interactions between Muslims and Christians began with misgivings.However, passage of the time taught the followers of both religions to conduct a dialogue in a more charitable way.In the contemporary world where atheistic inclinations threaten, not a particular religion, but the very foundations of religiosity, an ever increasing convergence was f
Three-dimensional quantitative structure-activity relationships and docking studies of some structurally diverse flavonoids and design of new aldose reductase inhibitors
Aldose reductase (AR) plays an important role in the development of several long-term diabetic complications.Inhibition of AR activities is a strategy for controlling complications arising from chronic diabetes.Several AR inhibitors have been reported in the literature.Flavonoid type compounds are shown to have significant AR inhibition.The objecti
The Exponential Stabilization of a Class of n-D Chaotic Systems via the Exact Solution Method
This paper treats the exponential stabilization of a class of n-D chaotic systems.A new control approach which is called the exact solution method is Accessory presented.The most important feature of this method is that the solution of the system under consideration can be carefully designed to converge exponentially to the origin.Based on this met