The First Fifty Years of the Didactics of History at the Faculty of Education at Masaryk University (1946–1996)

The study presented here concerns the development of history didactics at the Faculty of Education at Masaryk University. It focuses on the first fifty years of work in this field (1946–1996) when was represented by Jaroslav Kopáč, Stanislav Opatřil and Stanislav Julínek

The spectral problem and algebras associated with extended Dynkin graphs. I

There is a connection between *-representations of algebras associated with graphs and the problem about the spectrum of a sum of Hermitian operators (spectral problem). For algebras associated with extended Dynkin graphs we give an explicit description of the parameters for which there are $*$-representations and an algorithm for constructing these representations

Analysis of the Financial Efficiency of a Company Using Statistical Methods

Bakalářská práce je zaměřena na analýzu vybraných ekonomických ukazatelů dopravní společnosti Stanislav Krobot s.r.o. s využitím vhodných statistických metod, na základě zjištěných dat hodnotí finanční situaci podniku a navrhuje případná řešení. Práce je rozdělena do několika hlavních částí. V teoretické části jsou probrány a vysvětleny veškerá východiska pro analýzu podniku, ale také pro využité statistické metody. V části analytické je poté popsána samotná analýza ekonomických ukazatelů podniku a pomocí vybraných statistických metod určena prognóza s možným budoucím vývojem společnosti. Návrhovou část tvoří kroky, které by měla firma Stanislav Krobot s.r.o. učinit pro zlepšení stávající situace.Bachelor’s thesis is focused on the analysis of selected economic indicators of the transport company Stanislav Krobot Ltd. using appropriate statistical methods, based on found data assesses the financial situation of the company and suggests posssible solutions. The thesis is devided into several main parts. In the theoretical part are discussed and explained all the bases for analysis of the company, but also for used statistical methods. In the analysis part is described the analysis of economic indicators of the company and by using chosen stastitical methods has been established possible future prognosis of company’s development. Suggestion part contains steps that the transport company Stanislav Krobot Ltd. should do to improve its situation.

Pesquisas estéticas e filosóficas da obra de Stanislav Shumytskyi no processo histórico-cultural dos anos 60 do século xx

The purpose of the article is to study the creative development, the aesthetic and the philosophical searches of Stanislav Shumytskyi’s work within the cultural and historical process of the 60s of the 20th century. The basis of the methodological approach in this research work is a complex systematic study, which is based on a qualitative combination of theoretical research methods. In particular, analysis, synthesis, generalization, interpretation, abstraction, as well as descriptive, comparative, juxtaposition method, comparative-historical method, intertextual method, in particular its intermedial principles, were applied for a detailed consideration of Stanislav Shumytskyi’s work. This research highlights Stanislav Shumytskyi's unique aesthetic and philosophical pursuits in the 1960s cultural-historical milieu. Emphasis is laid on relevance of Shumytskyi's creative legacy for contemporary literature. The study enriches understanding of the cultural climate in the period, especially regarding the Ukrainian Sixtiers movement.O objetivo do artigo é estudar o desenvolvimento criativo e as buscas estéticas e filosóficas da obra de Stanislav Shumytskyi dentro do processo cultural e histórico dos anos 60 do século XX. A base da abordagem metodológica deste trabalho de pesquisa é um estudo sistemático complexo, que se baseia em uma combinação qualitativa de métodos teóricos de pesquisa. Em particular, análise, síntese, generalização, interpretação, abstração, bem como método descritivo, comparativo, de justaposição, método histórico-comparativo, método intertextual, em particular, seus princípios intermediários, foram aplicados para uma consideração detalhada da obra de Stanislav Shumytskyi. Os principais resultados obtidos no âmbito desta pesquisa científica devem ser considerados com a comprovação das características das buscas estéticas e filosóficas da obra de Stanislav Shumytskyi dentro do processo histórico-cultural dos anos 60 do século XX e o significado da herança criativa do artista para o processo literário moderno

Numerical solution of perfect plastic problems with contact: part II - numerical realization

This contribution is a continuation of our contribution denoted as PART I, where the discretized contact problem for elasto-perfectly plastic bodies was studied and suitable numerical methods were introduced. In particular, frictionless contact boundary conditions and Hencky’s material model with the von Mises criterion are considered. Here we describe some implementation details and present several numerical examples

Meditsiinidoktor Stanislav Liskmann

14. juunil 2006 kaitses Tartu Ülikooli arstiteaduskonna nõukogu ees doktoriväitekirja Stanislav Liskmann. Töö „Peri-implantsiumi kahjustused. Patogenees, diagnoos ja ravi: põletiku ja oksüdatiivse stressiga seotud aspektid“ („Periimplant disease: pathogenesis, diagnosis and treatment in view of both inflammation and oxidative stress profiling“) valmis TÜ biokeemia instituudis (koostöös stomatoloogia kliinikuga) professor Mihkel Zilmeri, dotsent Tiiu Vihalemma ja dotsent Olev Salumi juhendamisel

The Apocalypse of John [review]/Moloney, Francis J.

This is a book review by Stanislav Kondrat

Limit analysis problem and its penalization

The contribution is focused on solution of the kinematic limit analysis problem within associative perfect plasticity. It is a constrained minimization problem describing a collapse state of an investigated body. Two different penalization methods are presented and interpreted as the truncation method and the indirect incremental method, respectively. It is shown that both methods are meaningful even within the continuous setting of the problem. Convergence with respect to penalty and discretization parameters is discussed. The indirect incremental method can be simply implemented within current elastoplastic codes