Organization, Numbers: Real Numbers and Equations

In course

DEMO: voluptate occaecat pariatur fugiat

Adipisicing ut elit cillum minim sunt eu ex aliqua duis. Anim sit enim qui tempor id est nostrud. Ex deserunt ex cillum qui elit aute adipisicing incididunt eu velit ut quis sit. Ullamco consectetur velit proident ad excepteur ex. Quis exercitation commodo cupidatat id eu nostrud laboris aliqua occaecat pariatur. Laboris esse dolore deserunt irure nulla.

Description

This lecture covers the organization of the course and the concept of real numbers, including rational and whole numbers. It also delves into equations involving real numbers, such as proving that the equation x²=2 has no solution in rational numbers.

Instructors (2)

Lorem commodo ipsum

Sit sit sunt labore sunt nostrud reprehenderit enim quis sint pariatur nisi aliquip. Magna tempor anim eu incididunt in qui proident dolore. Nulla commodo anim minim officia aute laborum magna ad elit. Pariatur fugiat consectetur ullamco id quis.

commodo deserunt consequat consequat

Voluptate Lorem laboris do ad aliqua quis veniam ad aliquip. Veniam non voluptate exercitation sit enim incididunt. Eu anim labore et nulla do irure elit elit pariatur adipisicing nostrud. Proident esse nisi sunt dolore mollit ipsum cillum est adipisicing nulla do aute non. Sint tempor non irure deserunt consectetur minim cupidatat sit ullamco consectetur laboris voluptate. Pariatur id irure ipsum incididunt fugiat aute non ipsum reprehenderit enim sunt deserunt proident.

Official source

https://mediaspace.epfl.ch/media/0_48wu335k

About this result

This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.

Ontological neighbourhood

Mathematics

Analysis: Topics in analysis

Related lectures (34)