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The Criminal Aspects of the Drug Crime
Kučera, Milan ; Jelínek, Jiří (advisor) ; Herczeg, Jiří (referee)
The Criminal Aspects of the Drug Crime Resume The rigorous work is concerning legal aspects of issues of criminal activity connected to production and distribution of narcotic drugs and psychotropic substances and related problems. The introduction outlines general theoretic solutions of the topical issue focusing on social, medical, and criminological aspects. There are presented basic information on narcotic drugs and psychotropic substances addiction, and outlined mutual consequences of the topical issue concerning drug use and organized crime. The definition of the concept of drugs and its effects in human body is the next. The part two covers issues of substantive law amendments in relation to drug criminal activity. There is firstly defined the basic terminology related to the topic, made a brief historical insight and analysis of international conventions that are aimed to combat drug criminal activity, namely Single Convention on Narcotic Drugs, Convention on Psychotropic Substances, and United Nations Convention Against Illicit Traffic in Narcotic Drugs and Psychotropic Substances. Community dimension of the topic is also briefly outlined. When regarding the subject-matter, chapter III and IV are the fundamental sections of the work. Third part includes relatively large analysis of substantive law...
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Continuous models in biology
Kozák, Michal ; Stará, Jana (advisor) ; Kučera, Milan (referee)
This Bachelor Thesis is devoted to study of conditions guaranteeing that the modelled biological system is stable from the point of view of surviving of species. First, we give a short survey of various concepts of ecological stability (persistence, permanence) and then we concentrate on permanence. The models we study are described in terms of semidynamical systems on metric spaces. In this framework we define permanence of a semidynamical system. Main part of the thesis are theorems giving sufficient conditions for permanence or non- permanence by adapting the method of Average Lyapunov Function. In the last chapter a model of aquatic population interacting with a polluted environment is considered and its permanence proved under certain conditions on coefficients. The aim of the theses is to present a survey of these notions. Moreover, the contri- bution of theses is the proof of non-permanence theorem whose part was known for difference equations, only. 34
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Smooth Continuation for a Model of Unilaterally Supported Beam
Eisner, Jan ; Kučera, Milan ; Recke, L.
This note concerns a class of parameter dependent variational inequalities including a model of an elastic beam with a unilateral obstacle. A result about smooth continuation of solutions with respect to the parameter is described. Inparticular, the ends of the intervals, where the solutions touch the obstacle,depend smoothly on the parameter. Eventhough the problem is nonsmooth, .......
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