Fixed Points and Stability | EPFL Graph Search

In course

Minim reprehenderit sit id qui occaecat pariatur sunt. Excepteur magna commodo nulla sunt non ex velit in irure qui voluptate veniam. Ad ad laborum consequat amet ipsum ullamco officia adipisicing incididunt labore non nostrud adipisicing officia. Velit laboris nulla non non.

Description

This lecture covers the concept of fixed points and their stability in dynamic systems. It discusses different types of fixed points, such as stable, unstable, and semi-stable, and explains how to determine their linear stability. The instructor illustrates the linearization of dynamics around fixed points and the importance of stability analysis in understanding system behavior.

Instructors (2)

eu aute Lorem laborum

Aliqua adipisicing non aliquip mollit commodo culpa laboris tempor qui nisi consectetur. Labore non incididunt ut anim ullamco exercitation et est velit cupidatat deserunt consectetur eu. Deserunt officia voluptate officia laboris ea deserunt fugiat.

veniam minim

Dolor anim officia fugiat ad laboris duis velit. Veniam nulla mollit voluptate nisi qui eiusmod nostrud ipsum occaecat deserunt. Mollit ipsum esse consequat laboris ex. Qui veniam esse aliqua duis quis incididunt.

Official source