National Repository of Grey Literature 6 records found  Search took 0.00 seconds. 
Mathematical plays and game strategies
Michalik, Jindřich ; Slavík, Antonín (advisor) ; Křížek, Michal (referee) ; Stehlík, Petr (referee)
This work focuses on selected results in the field of combinatorial game theory. Standalone chapters are dedicated to the descriptions of the optimal strategies for the games of Nim and Checkers. However, a major part of the work consists of new results. They include optimal strategies for two games by Sidney Sackson, namely Hold That Line and Cutting Corners, and the game Prisoners, created by the author of this work, including strategies for various modifications of these games. Some of these results were obtained using computer programs created by the author. The thesis also contains a chapter dedicated to the game of Master Mind, a game without complete information. 1
Nonlinear perspectives
Michalik, Jindřich ; Hromadová, Jana (advisor) ; Surynková, Petra (referee)
This thesis characterizes nonlinear perspectives and describes the most used ones - cylindrical and spherical. Their advantages and disadvantages are compared to each other, as well as with respect to linear perspective. For each of them there is an analytical expression deduced and the perspective image of a general line described. The thesis contains illustrative pictures created in the modeling software Rhinoceros. As a part of the thesis, a program created as a Matlab script file is enclosed, which demonstrates the mapping process of a convex polyhedron in described perspectives.
Combinatorial sequences and divisibility
Michalik, Jindřich ; Slavík, Antonín (advisor)
This work contains an overview of the results concerning number-theoretic pro- perties of some significant combinatorial sequences such as factorials, binomial coef- ficients, Fibonacci and Catalan numbers. These properties include parity, primality, prime power divisibility, coprimality etc. A substantial part of the text should be accessible to gifted high school students, the results are illustrated with examples. 1
Combinatorial sequences and divisibility
Michalik, Jindřich ; Slavík, Antonín (advisor)
This work contains an overview of the results concerning number-theoretic pro- perties of some significant combinatorial sequences such as factorials, binomial coef- ficients, Fibonacci and Catalan numbers. These properties include parity, primality, prime power divisibility, coprimality etc. A substantial part of the text should be accessible to gifted high school students, the results are illustrated with examples. 1
Combinatorial sequences and divisibility
Michalik, Jindřich ; Slavík, Antonín (advisor) ; Staněk, Jakub (referee)
This work contains an overview of the results concerning number-theoretic pro- perties of some significant combinatorial sequences such as factorials, binomial coef- ficients, Fibonacci and Catalan numbers. These properties include parity, primality, prime power divisibility, coprimality etc. A substantial part of the text should be accessible to gifted high school students, the results are illustrated with examples. 1
Nonlinear perspectives
Michalik, Jindřich ; Hromadová, Jana (advisor) ; Surynková, Petra (referee)
This thesis characterizes nonlinear perspectives and describes the most used ones - cylindrical and spherical. Their advantages and disadvantages are compared to each other, as well as with respect to linear perspective. For each of them there is an analytical expression deduced and the perspective image of a general line described. The thesis contains illustrative pictures created in the modeling software Rhinoceros. As a part of the thesis, a program created as a Matlab script file is enclosed, which demonstrates the mapping process of a convex polyhedron in described perspectives.

See also: similar author names
1 Michalík, Jiří
2 Michálik, Juraj
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