Humanitarian aid for ethnic reconciliation

Mission: Promote rebuilding of a multi-ethnic society in rebrenica, Bosnia-Herzegovina Methods: The group organizes events to engage Clemson students to collect aid for the students in Srebrenica. This is a small city, which was the site of the genocide in 1995 and ethnically cleansed, and it is recovering very slowly. There is an effort to build ethnic tolerance and it starts with youth. The forms of aid have been determined based on their needs and our capability. Close relationship has been established with The House of Confidence, a local NGO in Srebrenica. Their work is focused on children and young people many of whom are thinking about leaving because of lack of jobs, and also ethnically motivated political struggles. This past May twelve suitcases filled with clothing, school supplies, and other necessities were transported to the town and handed out to different groups of children ages 5-teens. Conclusion: Our group hopes to shed light and expose the Clemson community to the Balkan region. We want to build support in Clemson for the people of Srebrenica

Šesták–Berggren equation: now questioned but formerly celebrated—what is right

Některé současné publikace zpochybňují originalitu Šestákovy-Berggrenovy (Š-B) rovnice, přestože je tato rovnice citována již v 785 případech. SB rovnice je důkladně analyzována a porovnána s jednotlivými geometrickými modely a jinými přístupy. Š-B rovnice je dále studována z hlediska obecné logistické rovnice, díky čemuž je zřejmá odlišná filozofická strategie mezi tradiční geometrickou JMAYK teorií a neslučitelnou kinetikou vyjádřenou dvou parametrickou SB rovnicí. Historie logistického modelování zahrnuje také využití ogivní sigmoidy. Široká aplikovatelnost této rovnice je doložena více než osmdesáti zdroji.Some recent papers doubt the originality of Sˇesta´k–Berggren equation even though it received until today as many as 785 citation responses. The SB equation is thus thoroughly analyzed and weighed against individual geometrical models and rivalry proposals. Moreover, the SB equation is examined in terms of general logistic equation showing divergent philosophical strategy between the traditional geometrical JMAYK versus the incommensurable kinetics through two parametric SB. The history of logistic modeling is revealed including ogive sigmoidal functions. The widespread application is noticed covering as many as eighty references