Gallery — Math

Here I derive the wave equation in a manner that allows you to look at each step individually

В данной работе представлено экспериментальное получение коэффициента поверхностного натяжения(КПН) жидкости. Также проверяется зависимость КПН от температуры. Устанавливается рабочий диапазон установки. В работе приводится разбор экспериментов проведанных автором работы. Исследовалось несколько видов жидкостей. Неорганические жидкости: Вода, Органические жидкости: Глицерин. Измерения проводились при температурах: 25 и 45, 50 градусов Цельсия.

A LaTeX template for preparing documents for the Mathematical Modeling and Boundary Value Problems Conference. This is a LaTeX template (version from 2019 Feb. 25) for preparing documents for All-Russian Scientific Conference of the Mathematical Modeling and Boundary Value Problems [Matem. Mod. Kraev. Zadachi, Samara, Russian Federation]. It was submitted by an author writing for the 11th All-Russian Scientific Conference with international participation (MMiKZ’19). The various components of your paper [title, text, heads, etc.] are already defined on the style sheet, as illustrated by the portions given in this document. Author: Mikhail N. Saushkin (msaushkin@gmail.com)

ÁLGEBRA LINEAL

Template for math homework assignments. Allows for Questions with multiple parts (a, b, c, etc.), Theorem boxes, and solution sections. Each problem should have its own .tex file, and compiled by main.tex. Packages, settings, and declarations are handled by settings.tex

A sample document with some code, useful packages, resources, and sample solution writeups to help Phillips Academy math students get started with Overleaf and LaTeX.

Did you know it's possible to draw paths between nodes and across different pictures in LaTeX? This example shows how to easily draw connecting arrows in presentations with the Beamer package. We've pre-loaded this great example originally published on TeXample.net for you to try out on writeLaTeX. To read more about this feature head to this page on the TeXample site, or just click above to get started. If you're new to LaTeX, checkout the third part of our free online LaTeX course for more hints on creating presentations and drawings in LaTeX.

This is a very basic template for mathematical presentations using LaTeX and beamer, aimed at University of Edinburgh students on the Honours Analysis course 2017-2018, for their "Skills" presentations.

We will form a proof of the Arzela-Ascoli Theorem through use of the Heine-Borel theorem. We will also be considering some notions of compactness on metric spaces. The Arzela-Ascoli Theorem then allows us to show compactness, letting us state and prove Peano's existence theorem, pertaining to the existence of the solutions of a type of ODE. Then we will state the Kolmogorov-Riesz compactness theorem, allowing us to show compactness in $L^p$ spaces, building from the Arzela-Ascoli Theorem.