National Repository of Grey Literature 29 records found  1 - 10nextend  jump to record: Search took 0.01 seconds. 
Tobacco dependence in terms of service to clients dependent on alcohol
Procházková, Zuzana ; Nevoralová, Monika (advisor) ; Šťastná, Lenka (referee)
This thesis deals with the problem of tobacco addiction among clients dependent on alcohol. It surveys the attitudes and needs of service providers to clients addicted to alcohol with regard to the phenomenon of addiction to tobacco. In the first half of the theoretical part I describe general information related to the smoking and to the alcohol, such as history, occurrence in the population, their characteristics and effects, and one chapter is devoted to the specific interaction of tobacco and alcohol. In the second half, I focused on the diagnosis and assessment of the rate dependence, on the description of the dependence on these substances, therapeutic interventions and on the medical care system. In the empirical part this thesis deals with the issue of Tobacco Addiction treatment with simultaneous treatment of alcoholism. How is the practice now and how it would according to the view of workers be involved in the treatment of alcoholism should have to be Tobacco Addiction treatment included in their services. This is a qualitative study, as a data collection method was used individual semi structured interviews with the service providers. For the data creation there were used content analysis methods. In the results I focused on individual topics, as the advantages and disadvantages of the...
Application of the Nambu mechanics formalism in atmospheric dynamics
Procházková, Zuzana ; Šácha, Petr (advisor) ; Badin, Gualtiero (referee)
Nambu mechanics is a generalization of Hamiltonian mechanics that uses multiple conserved quantities as Hamiltonians. In this thesis, we review Nambu mechanics and its application on the equations of incompressible flow and shallow water equations. The Nambu form of the equations of incompressible flow is guessed based on its Hamiltonian form and derived conserved quantities. With the example of the shallow water equations a more general method of Nambu form derivation is illustrated. Based only on the knowledge of the Hamiltonian and the potential enstrophy moments conservation, the shallow water equations are written as a sum of the Nambu brackets and a Poisson bracket. For the classical potential enstrophy, the derived equations are up to constant factors equivalent to the known form of the shallow water equations. The notation by antisymmetric Nambu brackets is convenient for finding conservative schemes and the theory can be also used for example for the study of deviations of flow from stationary flow.
Corporate Social Responsibility - Nonprofit and Business Sector Collaboration
Procházková, Zuzana ; Matyáš, Ondřej (advisor) ; Dohnalová, Marie (referee)
T-Mobile Czech Republic a.s. Document1 1/1 Abstract: This study focuses on the collaboration between profit and nonprofit sector in the Czech Republic. The primary objective is to find specific elements in collaboration between nonprofit organizations and profit organizations, and answer the main research questions concerning the relationship characteristics. This study consists basically of two parts. The first one is a theoretical part and focuses on corporate social responsibility, business philanthropy, social marketing, sponsoring and other business activities concerning corporate social responsibility and philanthropy. The second research part is aimed at SWOT analysis of the collaboration between profit and nonprofit sector and research of nonprofit sector designed as a questionnaire research. The research of this study is based on data retrieved from particular nonprofit organizations, which have received a donation from Ceskoslovenska obchodni banka, a. s., Komercni banka a.s. or T-Mobile CZ a.s. While the collaboration between profit and nonprofit sector is not mapped yet in the Czech Republic, the main sources for my study were international, mainly U.S. theoretical and research studies.
Relationship of doctor and patient, criminal law aspects
Procházková, Zuzana ; Sovová, Olga (advisor) ; Císařová, Dagmar (referee)
RELATIONSHIP OF DOCTOR AND PATIENT, CRIMINAL LAW ASPECTS I have chosen this particular topic regarding the fact, that medical law is a part of law, which attracts general public attention. Relationship of doctor and patient is something that every one of us has experience with. Everyone visits doctor and builds unique relationship with him. I have chosen topic of relationship of doctor and patient, because I want to highlight that this relationship is still not relationship of equal partners in the Czech Republic, which leads to several conclusions. My aim is to analyze this situation regarding criminal law aspects. Aim of this thesis is to analyze relationship of doctor and patient as a result of process of evolution, to describe recent situation in the Czech Republic and to suggest changes for the future. I look at the relationship of doctor and patient on the basis of criminal law and demonstrate some particular aspects with case studies. Thesis is divided into thirteen chapters. First chapter introduces term of medical law and its position in law system and connection to criminal law. Basic terms and its explanation are provided in chapter two. It should not be considered as complete and finished enumeration. Third chapter enumerates important legal documents and laws which cover topic of the...
Distinguished elements of group rings
Procházková, Zuzana ; Žemlička, Jan (advisor) ; Příhoda, Pavel (referee)
Title: Distinguished elements of group rings Author: Bc. Zuzana Procházková Department: Department of Algebra Supervisor: doc. Mgr. et Mgr. Jan Žemlička, Ph.D., Department of Algebra Abstract: This thesis is about finding idempotents in a group ring. We describe three techniques of finding idempotents in a semisimple group ring and in the last chapter there is an attempt to find idempotents in a group ring that does not have to be semisimple. The first technique uses representations and characters of a group. The second technique finds idempotents through the use of Shoda pairs. The third technique lifts idempotent from the factor ring with the help of CNC system of ideals, which is a generalization of a well-known technique with nilpotent ideals, and it is here extended to group rings formed by non-abelian group and noncommutative ring. iii
On the internal gravity wave - atmospheric circulation interaction
Procházková, Zuzana ; Šácha, Petr (advisor) ; Podglajen, Aurélien (referee)
Internal gravity waves (GWs) are an important component of the atmospheric dynamics, significantly affecting the middle atmosphere by momentum and energy transport and deposition. In order to be able to improve global circulation models, in which the majority of the GW spectrum is not resolved, it is necessary to quantify their effects as precise as possible. We study GWs in a high-resolution simulation of the WRF model around Southern Andes, Antarctic Peninsula and South Georgia Island. We analyse a Gaussian high-pass filter method for separation of GWs from the basic flow. To overcome an observed problem of dependence of the method on a cutoff parameter, we propose an improved method that determines the parameter at each time step from the horizontal kinetic energy spectrum. The differences between the methods are further examined using the horizontal kinetic energy spectrum, vertical potential energy spectrum and forcing to the divergence equation evaluated by the active wind method, which is a recent theory-based method that divides the flow into a balanced flow and a perturbation field. The results suggest that the high-pass filter method does not produce correct results for time periods with strong wave activity.
Modeling of potential distribution of beaver in watershed of the river Mže
Procházková, Zuzana ; Romportl, Dušan (advisor) ; Matějček, Tomáš (referee)
Diploma thesis is focused on habitat requirements of European beaver (Castor fiber) and conflicts arising thereof in the catchment area of the river Mže. Based on current occurence the potential distribution of this species is predicted. In the introductory part the model species and his habitat requierements are described. Further attention is given to occurence of European beaver in the area of the Czech republic with emphasis on the catchment area of the river Mže. On the basis of know data concerning occurence of European beaver in the area of interest the potentional distribution of beaver is evaluated based on habitat requirements using programmes ArcGIS 10.2 and MAXENT 3.3. These results are supported by terrain mapping in selected areas. Tables, grafs and thematic maps , which clearly represent the results, are part of submitted thesis. Thus, the main aim of the thesis is to describe habibat requirements of European beaver, predict his future spreding in the catchment area of river Mže and identify possible conflict zones. Keywords: the Eurasian beaver, Castor fiber, Mže river, habitat modeling, MaxEnt
Application of the Nambu mechanics formalism in atmospheric dynamics
Procházková, Zuzana ; Šácha, Petr (advisor) ; Badin, Gualtiero (referee)
Nambu mechanics is a generalization of Hamiltonian mechanics that uses multiple conserved quantities as Hamiltonians. In this thesis, we review Nambu mechanics and its application on the equations of incompressible flow and shallow water equations. The Nambu form of the equations of incompressible flow is guessed based on its Hamiltonian form and derived conserved quantities. With the example of the shallow water equations a more general method of Nambu form derivation is illustrated. Based only on the knowledge of the Hamiltonian and the potential enstrophy moments conservation, the shallow water equations are written as a sum of the Nambu brackets and a Poisson bracket. For the classical potential enstrophy, the derived equations are up to constant factors equivalent to the known form of the shallow water equations. The notation by antisymmetric Nambu brackets is convenient for finding conservative schemes and the theory can be also used for example for the study of deviations of flow from stationary flow.
Teaching of orienteering at primary school.
Procházková, Zuzana ; Přibyl, Ivan (advisor) ; Hrabinec, Jiří (referee)
Title: Teaching of orienteering at primary school Author: Bc. Zuzana Procházková Department: Department of Physical Education Supervisor: PaedDr. Ivan Přibyl Objectives: The aim of this study is to present orienteering to pupils of primary school. Examine the effect of orienteering on pupils. Introduce history and the rules of orienteering, the system of competitions and the organization of trainings. Familiarize the reader with the other orienteering sports. Present developmental psychology of children aged 11 to 15. To put orienteering in curriculum for primary school. Methods: The method of questioning was used. We also organized the orienteering race for children. The results were evaluated into spreadsheets, graph and commentary was also used. Results: There are pupils from primary school in this research. Pupils are 11-16 years old. Most of the pupils knew about orienteering before this research. Most pupils ran between 15-20 minutes for one kilometre in the race. Fifteen pupils from 95 didn't find the control point. Pupils felt good after the race. Half from them want to participate orienteering race again. Keywords: Running, map, compass, terrain, orienteering, spare time, puberty

National Repository of Grey Literature : 29 records found   1 - 10nextend  jump to record:
See also: similar author names
27 PROCHÁZKOVÁ, Zuzana
7 Prochazková, Zdeňka
7 Procházková, Zdeňka
8 Procházková, Žaneta
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