National Repository of Grey Literature 3 records found  Search took 0.01 seconds. 
Okrajové úlohy pro rovnice 2. řádu se skákajícími nelinearitami
ZAHRADNÍKOVÁ, Michaela
The subject of this Thesis is to examine nontrivial solutions of boundary value problems for second order ODEs with unilateral jumping nonlinearities. Considered problems can be interpreted as models of a simple beam supported by three types of elastic obstacles. Couples of eigenvalues and eigenfunctions are found and discussed with respect to parameter which represents the strength of the obstacle.
Absence from work
Zahradníková, Michaela ; Kocianová, Renata (advisor) ; Krištofová, Zuzana (referee)
This thesis focuses on employees' incapacity to work as a factor that negatively affects the functioning of an organization. The resulting negative financial impact is felt not only at the level of specific organizations, but also can affect a country's macroeconomic performance. To be able to understand the issue of work absence, it is necessary to consider it in the context of a state's political and social situation. It is also essential to take into account legislative regulations regarding absenteeism that dictate the procedures required for both employees and employers. A serious problem associated with sick leave is the unauthorized absence of employees from work that results in significant burden on employers as well as hinders the macroeconomic functioning of the state. Although there are public institutions involved in activities for reducing absenteeism, the task of investigating the reasons for increased work absence is usually left up to the employer. That includes a responsibility to find and incorporate into the organization's policy an effective and appropriate solution for reducing work absence and stabilization of amount of absence. It is also important to avoid creating an environment that leads to so called "presenteeism," which is the presence of employees in the workplace...
Řešení obyčejných diferenciálních rovnic 2. řádu iterační metodou
ZAHRADNÍKOVÁ, Michaela
The subject of this Thesis is to show the existence of solution to Dirichlet boundary value problems for quasilinear ordinary differential equations of second order. The main tool is an iterative process which under certain conditions converges to the solution of the given problem. Theoretical results are applied in several concrete examples.

See also: similar author names
2 ZAHRADNÍKOVÁ, Marie
1 ZAHRADNÍKOVÁ, Milada
4 ZAHRADNÍKOVÁ, Milena
3 ZAHRADNÍKOVÁ, Monika
1 Zahradníková, Mariana
2 Zahradníková, Marie
3 Zahradníková, Michaela
4 Zahradníková, Milena
3 Zahradníková, Monika
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