Math and Logic Online Courses for Students

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In this course, we go beyond the calculus textbook, working with practitioners in social, life and physical sciences to understand how calculus and mathematical models play a role in their work. Through a series of case studies, you’ll learn: How standardized test makers use functions to a...
Data visualization is a critical skill for anyone that routinely using quantitative data in his or her work - which is to say that data visualization is a tool that almost every worker needs today. One of the critical tools for data visualization today is the R statistical programming language...
This course is intended for students looking to create a solid algebraic foundation of fundamental mathematical concepts from which to take more advanced courses that use concepts from precalculus, calculus, probability, and statistics. This course will help solidify your computational methods,...
How do electrical engineers find out all the currents and voltages in a network of connected components? How do civil engineers calculate the materials necessary to construct a curved dome over a new sports arena? How do space flight engineers launch an exploratory probe? If questions like these...
This course is the final course in a three part algebra sequence, In this course, students extend their knowledge of more advanced functions, and apply and model them using both algebraic and geometric techniques. This course enables students to make logical deductions and arrive at reasonable...
This course introduces the Bayesian approach to statistics, starting with the concept of probability and moving to the analysis of data. We will learn about the philosophy of the Bayesian approach as well as how to implement it for common types of data. We will compare the Bayesian approach to...
Уравнения математической физики — дифференциальные уравнения с частными производными, интегральные, интегро-дифференциальные и другие типы уравнений, к которым приводит математический анализ физических явлений. Для теории уравнений математической физики характерна постановка задач в...
After completing this course, students will learn how to successfully apply functions to model different data and real world occurrences. This course reviews the concept of a function and then provide multiple examples of common and uncommon types of functions used in a variety of disciplines...
The main goal of this course is to introduce topics in Discrete Mathematics relevant to Data Analysis. We will start with a brief introduction to combinatorics, the branch of mathematics that studies how to count. Basics of this topic are critical for anyone working in Data Analysis or Computer...
En este curso de 4 módulos, desarrollarás competencias básicas para el cálculo identificando elementos de diferentes sistemas numéricos, obtendrás habilidades en el manejo de las operaciones básicas, el manejo de signos y resolviendo problemas que involucran la solución de ecuaciones de primer...
Welcome! Do you wish to know how to analyze and solve business and economic questions with data analysis tools? Then Econometrics by Erasmus University Rotterdam is the right course for you, as you learn how to translate data into models to make forecasts and to support decision making. * What do...
En este curso de matemáticas se desarrollaran aspectos básicos relacionados con la resolución numérica de problemas de valor inicial asociados a ecuaciones diferenciales ordinarias, tanto desde un punto de vista teórico como práctico, haciendo uso del programa Octave para resolver distintos ejerc...
This course by Imperial College London is designed to help you develop the skills you need to succeed in your A-level maths exams.The course is most appropriate to the Edexcel, AQA, OCR and OCR(MEI) papers. You will investigate key topic areas to gain a deeper understanding of the skills and...
Introduction to linear optimization, duality and the simplex algorithm.Created by: École polytechnique fédérale de LausanneLevel: Introductory...
Introduction to the mathematical concept of networks, and to two important optimization problems on networks: the transshipment problem and the shortest path problem. Short introduction to the modeling power of discrete optimization, with reference to classical problems. Introduction to the...
Introduction to unconstrained nonlinear optimization, Newton’s algorithms and descent methods.Created by: École polytechnique fédérale de LausanneLevel: Introductory...
Дифференциальное исчисление — раздел математического анализа, в котором изучаются понятия производной и дифференциала, способы их применения к исследованию функций. Создание дифференциального исчисления открыло новую эпоху в развитии математики. С понятием дифференциального исчисления связан...
Под интегральным исчислением понимают раздел математического анализа, изучающий интегралы функций и их приложения. Изначально интегральное исчисление возникло из потребности создания общего метода нахождения площадей, объёмов и центров тяжести. Слово «интеграл» происходит от латин...
Теория функций комплексного переменного (ТФКП) — раздел математического анализа, в котором рассматриваются и изучаются функции комплексного аргумента. Возникновение комплексного анализа первоначально было связано с решением алгебраических уравнений. В дальнейшем выяснилось, что ан...
Круг вопросов математической физики тесно связан с изучением различных физических процессов. Сюда относятся явления, изучаемые в гидродинамике, теории упругости, электродинамике и т.д. Возникающие при этом математические задачи содержат много общих элементов и составляют предмет...

Math and Logic Online Courses for UC Irvine Students

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