Displaying similar documents to “Transformácia Jacobiho dzeta-funkcií na tvar s reálným modulom”

Poster v TeXu

Luboš Prchal, Pavel Schlesinger (2008)

Zpravodaj Československého sdružení uživatelů TeXu

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The creation of a poster in this article is done in the A0poster class. It includes examples of packages such as multicol, color, fancybox, graphicx, epsf, picinpar and psfrag. In the next section of the article the authors discuss the settings for the layout of the poster. In the last section the authors present a template for a poster to be created in A0poster class. Two real-world posters are inserted in the conclusion.

Ukázky prezentací

Pavel Stříž, Michal Polášek (2008)

Zpravodaj Československého sdružení uživatelů TeXu

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In the first part, the article presents a simple presentation created in PDFSlide and PDFScreen packages and in the Beamer class. In the second part, the article discusses the Beamer class in a real-world presentation in more detail. It starts with the creation of METAPOST graphics. After that it comments on some settings of the Beamer design, generating a title page and a section table of contents. Next follows an example of and commands. The generated output is a PDF file. This file...

Opakování operací a relací při zlomu řádku

Josef Tkadlec (2007)

Zpravodaj Československého sdružení uživatelů TeXu

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Two solutions for repeating of operations and relations in line breakings are presented depending on the fact whether the relation or operation is given by a command or by a character.

Finite element analysis for unilateral problems with obstacles on the boundary

Jaroslav Haslinger (1977)

Aplikace matematiky

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Finite element analysis of unilateral problems with obstacles on the boundary is given. Provided the exact solution is smooth enough, we obtain the rate of convergence 0 ( h ) for the case of one and two (lower and upper) obstacles on the boundary. At the end of this paper the proof of convergence without any regularity assumptions on the exact solution u is given.

Baťova prvočísla

Michal Křížek (2023)

Učitel matematiky

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A new class of prime numbers - Baťa primes - is introduced. A positive integer is called a Baťa prime of class k if it ends with at least k 9s. We prove that for any positive integer k there exist infinitely many Baťa primes of class k. Some generalizations of this statement are given as well.