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One of the most important steps in optimization is formulating well-posed and meaningful problems that you can interpret ...

Finding optimal situations with calculus. Examples include the rectangle problem, the run/swim problem, and the hallway problem.

Playlist at https://www.youtube.com/playlist?list=PLN4kTzLXGGgWNf4CDyoZZOsjOCftW5ej6 Classes for the Degree of Industrial ...

Multiobjective optimization is somewhat of a misnomer -- you actually have to have predefined weightings for each of the ...

Okay so today the job uh I mean the the topic of discussion is how to model and solve an optimization problem so I've never given ...

In this video we discuss an introduction on solving optimization problems using single-variable calculus. Each problem is solved ...

If you have your IB Diploma exams in May 2026, we have intensive revision courses designed to help you feel much more ...

A quick review of how to find the maximum (or minimum) of a function.

Optimization Methods for Machine Learning and Engineering (KIT Winter Term 20/21) Slides and errata are available here: ...

Introduction to inequality-constrained optimization within a course on "Optimal and robust control" (B3M35ORR, BE3M35ORR) ...

In this video, we solve an optimization problem of finding the shortest distance between two points where speed depends on the ...

Two examples for optimization subject to inequality constraints, Kuhn-Tucker necessary conditions, sufficient conditions, ...

Find the greatest and least values of a function. For more math, subscribe to my channel: https://www.youtube.com/jeffsuzuki1.

http://www.rootmath.org | Calculus 1 Deciding how much wire to use on a circle and a square to maximize the amount of area ...

This video uses the scenario of building a fence along the side of a barn to show how to create an algebraic model of a scenario ...

EuroPython 2023 — North Hall on 2023-07-19] ...

In this lecture, we will apply calculus to solve certain optimization problems in practice.

Sometimes, we're not interested in the actual maximum (or minimum) of a function, but the maximum among all the points that ...

Today we explore the cardboard box problem, a very popular optimization problem used to introduce the concept. Solution: 21:14 ...