Linear Programming, Lecture 16. More examples on dual problems. Duality Theorem.

Oct 18, 2016. Penn State University.

[BHxSnoip]

Professor Shen you are awesome. Thanks for being so enthusiastic about the subject and pedagogical!

[evanzhao]

Thank you so much Dr.Shen for this amazing explanation. My professor at Emory, she used the abstract method of proof that you mentioned. I did feel it sounded like a miracle and couldn't understand it 100%. Your explanation made it much more clear to me and let me realize the amazing beauty laying behind the duality theorem. THANK YOU!!

[SinghatehAlagie]

I learn a lot from here better than in my class, my professor don't explain things like she did and am so happy to find your videos.

[shubozhang]

These videos are fantastic, explained so many of my previous confusions.

[claireliu]

Really hope that you are my professor, then I won't be worried about the coming exam!

[myfirstopinion]

Solve the following integer linear programming problem:
Max 2x1 + 5x2 + 7x3
Subject to
29 4x 3x x 1 + 2 + 3 ≥
where 1 2 x, x and x are non-negative integers. (

[Abchs-nimi]

In your lecture you have mentioned that in the book there are other examples to practice the table of min/max jump case can you refer us to the book please

[qleoqux]

Hi professor, I am wondering if you could give a reference for the abstract method you mentioned in the class? I am interested in seeing why this works. Many thanks in advance.

[myfirstopinion]

This q I'm not getting so what I do

[vanshikathakur]

Why did you write min(-z)=
-cx0 not cx0

[tianqilong]

It is an american uni, why all students I saw are like Chinese lol, why no American students doing applied math ahahaha