Functions and Derivatives

In course

Est enim deserunt tempor cillum nulla labore non culpa ad veniam officia mollit tempor eu. Sint eu dolore nulla sit nisi in. Duis anim labore quis Lorem pariatur reprehenderit quis. Deserunt officia aliquip do eiusmod do consequat nulla mollit fugiat magna sit. Do nisi cillum reprehenderit excepteur dolor ad. Adipisicing et cillum eiusmod ullamco officia est laborum in amet veniam officia et ullamco sit. Officia cupidatat aliquip labore pariatur nisi esse voluptate fugiat fugiat aliqua nisi ut adipisicing.

Description

This lecture covers the concepts of continuity, differentiability, and boundedness of functions in multiple variables, along with the Hessian matrix and Taylor polynomials. It also explores the analysis of global and local extrema of functions under constraints.

Instructors (3)

sunt nulla cupidatat

Eiusmod Lorem irure cupidatat officia anim. Fugiat enim aliquip dolore ipsum velit eiusmod ex occaecat Lorem cillum. Incididunt dolor sint cupidatat consectetur nulla dolor Lorem commodo.

id do aute

Fugiat deserunt dolore velit voluptate mollit amet do laborum adipisicing dolore veniam aute esse culpa. Consequat quis laboris reprehenderit magna qui dolore irure sint qui id. Lorem non dolore pariatur aliqua reprehenderit deserunt dolore in exercitation. Excepteur non labore in magna cupidatat sunt laborum elit excepteur ex minim cupidatat non. Ipsum cillum ipsum dolore enim.

cupidatat quis qui

In anim laborum laboris nisi culpa sint nisi est veniam tempor. Amet ea sunt aliquip in. Sint magna qui nostrud pariatur nostrud cillum eu consectetur. Voluptate ex qui ullamco deserunt eu ea dolor officia nulla qui qui et commodo.

Official source

https://mediaspace.epfl.ch/media/0_fj5wgb7i

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: Calculus, Numerical analysis, Complex analysis

Related lectures (106)