Thus, most solutions are developed for reduced problems that typically include axisymmetry or two-dimensionality to simplify particular aspects of the formulation and solution.
The authors use recent longitudinal data of the Panel Study on Korean Children (PSKC) in order to investigate how problem behavior develops in children from age 4 to 6 and discuss possible conclusions for policies aiming to reduce problem behavior.
This commentary considers the contributions of these papers for conceptualizing processes of transactional teacher and peer influence on student outcomes, and implications for interventions designed to reduce problem behaviors or increase school engagement.
Despite the study's limitations, the findings may have some significant implications for interventions designed to reduce problem behaviors among students.
We did not find it essential to provide numerical results on the continuous-time reduced problem since for that case we explicitly characterize the corresponding policy.
Thus, research on the association between children's values and their problem behaviors may provide important information for development of interventions for reducing adolescents' problem behaviors.
In designing interventions for reducing adolescents' problem behaviors, it may be important to understand the values associated with specific problem behaviors.
A recent and effective approach to probabilistic inference calls for reducing the problem to one of weighted model counting (WMC) on a propositional knowledge base.
This article presents an iterative decomposition procedure for reducing the problem sizes and thus speeding up calculations when optimising district energy networks.
