Dormitory-Based Intervention Method for Children with Special Needs

The article aims to elaborate the micro intervention method on fifty problem children guided in Social Institutions for children and adolescents of Social Office in Southeast Sulawesi Province. This qualitative descriptive study focuses on the study of problem children: mocking one another, skipping school, going out of the night without getting permission from the childminder, not following to do the prayer together, and liking to tell a lie. Methods of data-collecting are observation and interview. This study showed that dormitory-based micro intervention methods for problem children use mental-spiritual guiding, physical guiding, and extracurricular activity. The findings are as follows: 1) specifically for the children who mock their friends, they will be cultivated by way of advising and making them aware of resisting the deed of mocking because the conduct is a terrible deed, violating the ethics, and not to be in line with the religious and cultural norms; 2) for the children who do not follow to do the prayer together, to go out of night without getting permission from the boarder, skipping school, will be cultivated physically so that the children stop his bad habit and change it with a positive habit, such as: studying in, reading the Quran, doing sport, and sharing the other positive activities at night; and 3) there must be the supporting and collaboration with various stakeholders like a university, business world, society, and Non-Governmental Organization to realize the implementation of integrated child protection and to create social welfare of the children in the future.

Analytical solution for quantum quartic oscillator in phase space

In this work, we address the quartic quantum oscillator in phase space using two approaches: computational and algebraic methods. In order to achieve such an aim, we built simplistic unitary representations for Galilei group, as a consequence the Schrödinger equation is derived in the phase space. In this context, the amplitudes of quasi-probability are associated with the Wigner function. In a computational way, we apply the techniques of Lie methods. As a result, we determine the solution of the quantum oscillator in the phase space and calculate the corresponding Wigner function. We also calculated the negativity parameter of the analyzed system.

Lie methods for color robot vision

SUMMARYWe describe how Lie-theoretical methods can be used to analyze color related problems in machine vision. The basic observation is that the nonnegative nature of spectral color signals restricts these functions to be members of a limited, conical section of the larger Hilbert space of square-integrable functions. From this observation, we conclude that the space of color signals can be equipped with a coordinate system consisting of a half-axis and a unit ball with the Lorentz groups as natural transformation group. We introduce the theory of the Lorentz group SU(1, 1) as a natural tool for analyzing color image processing problems and derive some descriptions and algorithms that are useful in the investigation of dynamical color changes. We illustrate the usage of these results by describing how to compress, interpolate, extrapolate, and compensate image sequences generated by dynamical color changes.