LaTeX templates and examples — Essay

Official LaTeX template for academic papers in the Faculty of Engineering (Fachbereich Technik) at HFH Hamburger Fern-Hochschule. It is intended for seminar papers, term papers, bachelor's theses, and master's theses, and supports documents in German and English. The current degree-program-specific requirements of HFH Hamburger Fern-Hochschule, whenever updated, are pulled into this template. The applicable formatting requirements are included in the appendices to the degree-program module handbooks in the HFH WebCampus (HFH login required): https://campus.hamburger-fh.de/material/bug-material/fb-technik Public HFH information about the Faculty of Engineering: https://www.hfh-fernstudium.de/fernhochschule-fachbereich-technik Public HFH guidance on theses and the compulsory Scientific Working module: https://www.hfh-fernstudium.de/blog/abschlussarbeit-so-nimmst-du-die-letzte-huerde-des-studiums Created and maintained by Ilya Zarubin, lecturer at HFH. Source code, documentation, and updates: https://github.com/ilyaZar/hfh-latex-template

Officiële KULAK artikel template, versie 2026 Dit is een officiële LaTeX-versie van de KU Leuven huisstijl: https://admin.kuleuven.be/icts/english/services/wms/content/ckeditor/housestyle

Modelo canônico de Artigos da PUC Minas versão 2026. Official university or department webpage containing the guidelines: https://www.pucminas.br/normasacademicas/site/Paginas/projetospedagogicos.aspx#pp4 Baseado nas normas Acadêmicas de escrita de texto científico: https://www.pucminas.br/biblioteca/DocumentoBiblioteca/ABNT-GUIA-COMPLETO-Elaborar-formatar-trabalho-cientifico.pdf

In mathematics, a rational number is any number that can be expressed as the quotient or fraction p/q of two integers, a numerator p and a non-zero denominator q. Since q may be equal to 1, every integer is a rational number. The set of all rational numbers, often referred to as ”the rationals”, is usually denoted by a boldface Q (or blackboard bold , Unicode ); it was thus denoted in 1895 by Giuseppe Peano after quoziente, Italian for ”quotient”. The decimal expansion of a rational number always either terminates after a finite number of digits or begins to repeat the same finite sequence of digits over and over. Moreover, any repeating or terminating decimal represents a rational number. These statements hold true not just for base 10, but also for any other integer base (e.g. binary, hexadecimal). A real number that is not rational is called irrational. Irrational numbers include √2, , e, and . The decimal expansion of an irrational number continues without repeating. Since the set of rational numbers is countable, and the set of real numbers is uncountable, almost allreal numbers are irrational.

This LaTeX template provides a simple and clean starting point for writing: math articles, papers, essays, reports, homework assignments and lab reports, for example. Indeed, it is designed to be versatile and customizable, making it suitable for various academic and professional purposes. Almost every line of the source code is explained for the reader to understand what is done every step of the way. Furthermore, this template provides a document layout that looks minimalistic but keeps the professional feel. In other words, it finds the right balance between looking good and being easy to use, so you'll enjoy writing with it without any hassle. This template is not affiliated in any way with Universitat de Barcelona, as information and school logos can be easily customized. Should you have any questions, you can check the repo with the last version: https://github.com/mariovilar/Basic-Article-Template. Also, you can reach me via e-mail. Hope you find it useful!

Template for Accademic Essay according to University of Zürich official Guidelines. Link to official guidelines: https://www.ius.uzh.ch/dam/jcr:12966ebb-cf14-400c-ae3b-fedb2c69e3bd/UZH_Guidelines%20for%20Academic%20Essays.pdf

La plantilla presentada organiza un documento académico en varias secciones clave: la Introducción plantea el problema y describe su relevancia, mientras que la sección de Concepto, Metodología o Técnica incluye definiciones y ecuaciones necesarias para el marco teórico. La Solución Propuesta describe el diseño e integración de conceptos, apoyándose en cálculos y rutinas de software, seguido por Simulaciones y Pruebas que verifican la efectividad de la solución. En la sección de Resultados, se discuten los hallazgos obtenidos con representaciones gráficas. Finalmente, Conclusiones y Recomendaciones sintetiza los resultados y sugiere direcciones futuras, mientras que la Bibliografía sigue el formato APA para citar las fuentes. Esta estructura facilita una presentación clara y coherente de la investigación en el ámbito de las ciencias económicas y administrativas.

Este template foi especialmente desenvolvido para os estudantes da MUST University com o objetivo de padronizar a formatação dos trabalhos acadêmicos de todas as disciplinas. Utilizar este modelo ajudará a garantir que todos os requisitos de formatação sejam atendidos, facilitando tanto a escrita quanto a avaliação dos papers.

Modelo Canônico de Artigo da PUC Minas com adequações às novas alterações (2024) da ABNT.