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Business Plan
Štěrba, Radek ; Daniel, Martin (referee) ; Němcová, Zuzana (advisor)
My master´s thesis will deal with the business plan for a new brewery. For it to be the ideal strategy to entail the enforcement of the consumer market. The thesis will focus primarily on how to achieve a successful and economically beneficial brewery. In particular the choice of an appropriate strategy is the cornerstone of predetermining the future success or failure of the project on the market. In my thesis will also report on the current state of problems brewing on the Czech market and abroad. The practical part will focus on the technical possibilities of building a brewery and the calculation will be made investments in technology and equipment brewery. There will also be calculated in the calculation of profits and expenses which affect the rate of return on investment in the brewery. Furthermore, I will support sales tools which will allow the successful startup company. It will also be designed optimal variant of websites including their calculations. It also made sociometric survey to obtain relevant information for designing optimal strategy for future production brewery.
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Overview of launchers for manned flights
Šurkala, Martin ; Daniel, Miloš (referee) ; Daněk, Vladimír (advisor)
This Bachelor’s dissertation describes the development of rocket technology from its beginnings to space flight. The first section describes the basic principles of reactive propulsion and gives a brief description of the development of the first rockets. The following chapter describes the formation of modern astronautics as presented by leading scientists who were active in rocket technology during the early 20th century. The next part is focused on the German rocket program, which builds on the space programs of the USA and USSR (Russia). The last section describes rockets used by Europe, China and the private company SpaceX. This dissertation no only includes carriers used in the past but also carriers which are currently preparing for their first trip.
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Methods for reduction of parachute systems opening shock
Zamazal, Jakub ; Daniel, Miloš (referee) ; Pejchar, Jan (advisor)
This bachelor‘s thesis deals with opening shock of the parachute rescue systems and summarizes the methods of its reduction. The beginning of thesis is about theoretical introduction into general problems of parachutes. Another part contains problems about opening shock including specifications for rescue systems. There is also mentioned some suitable measuring methods. Next is summary of using methods for reduction of opening shock. The end of thesis contains proposal suitable methods for reduction shock for aircraft with take-off weight of 450kg.
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Indecisive Belief Functions
Daniel, Milan
This study presents an idea of indecisive functions, their general and also special definitions, plausibility and pignistic indecisive belief functions. The rich structure of indecisive belief functions is studied in general, and also in special views: both general substructures and indecisive belief functions on three-element and general finite frames of discernment. We are focused to pignistic and contour (plausibility) indecisive belief functions, including their mutual relationship in our study. The later have interesting algebraic structure related to Dempster’s rule of combination.
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Homomorphic Coordinates of Dempster’s Semigroup
Daniel, Milan
Coordinates of belief functions on two-element frame of discernment are defined using homomorphisms of Dempster’s semigroup (the algebra of belief functions with Dempster’s rule). Three systems of the coordinates (h-f, h-f0, and coordinates based on decomposition of belief functions) are analysed with a focus to their homomorphic properties. Further, ideas of generalisation of the investigated systems of coordinates to general finite frame of discernment are presented.
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An Interpretation of Conflicting Parts of Belief Functions on Two-Element Frame of Discrement
Daniel, Milan
When combining belief functions by the conjunctive rules of combination, conflicts often appear, which are assigned to empty set by un-normalized conjunctive rule or normalized by Dempster's rule of combination. This contribution is devoted to an interpretation of the conflicting part of a belief function on a two-element frame of discernment. It is based on the author's idea of the unique decomposition of such function into its conflicting and non-conflicting part (CJS 2010, Otaru). A relation of conflicting part of a belief function to internal conflict of the function is also studied and a new definition of internal conflict is introduced. New internal conflict is compared with the previous approaches. Keywords: Belief function, Dempster-Shafer theory, uncertainty, Dempster's semigroup, internal conflict, conflict between belief functions, non-conflicting part of belief function, conflicting part of belief function.
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Introduction to Algebra of Belief Functions on Three-element Frame of Discernment - A General Case
Daniel, Milan
This contribution presents the second part of the introductive study of algebraic structure of belief functions (BFs) on 3-element frame of discernment. Algebraic method by Hájek & Valdés for BFs on 2-element frames is generalized to larger frame of discernment. Due to complexity of the algebraic structure, the study is divided into 2 parts, the present one is devoted to a case of general BFs. The definition of Dempster's semigroup (an algebraic structure) of BFs on 3-element frame is recalled from the first part of the study. Results related to Bayesian and quasi Bayesian BFs from the first part are also briefly recalled. Further substructures related to another subsets of general BFs are described and analyzed (including idempotents, simple complementary BFs, generalizations of subsemigroups of simple BFs) and subalgebras isomorphic to Dempster's semigroup on 2-element frame of discernment. Ideas and open problems for future research are presented.
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