bro i love u mirzae! literally the amazing lecture i have got to understand duality! HUGE RESPECT FOR YOU! Thank u so much for making the decision of creating a videos on LP Programming and then uploading it.
Dual programming part 2? More like "I want to give another big thankyou to you!" These videos are amazing, and judging from the comments, they have helped many people.
Thanks so much! This helped understand how to state the dual problem. I never understood how to do it until I watched this video. My teacher didn't formally teach us how to do this, he just provided a video for us to watch, but the video show this. It just maximization problems. I mean it didn't even show minimization problems. It was just a really crappy video. Thanks again! This video helped a ton!
Thank you very much! Perfect explanation! :) I’ve got a question. How do we deal with variables that are bounded to some certain values? For instance, we have a minimization problem in which variables x is greater than 1. Do we have to consider this as an additional constrain, let’s say x - 1 >= 0, and then convert it into a dual format? Am I right? Or there is a better way to do that?
Well done ! The walkthrough is really clear.. probably the best in RUclips for this subject !
bro i love u mirzae! literally the amazing lecture i have got to understand duality! HUGE RESPECT FOR YOU! Thank u so much for making the decision of creating a videos on LP Programming and then uploading it.
this is the best explanation of duality that I've ever seen
Dual programming part 2? More like "I want to give another big thankyou to you!" These videos are amazing, and judging from the comments, they have helped many people.
You are amazing at explaining this topic! Thank you!
This video is levels above the other videos on this topic
Thanks so much! This helped understand how to state the dual problem. I never understood how to do it until I watched this video. My teacher didn't formally teach us how to do this, he just provided a video for us to watch, but the video show this. It just maximization problems. I mean it didn't even show minimization problems. It was just a really crappy video. Thanks again! This video helped a ton!
I was just curious; how'd the rest of your class go?
@@PunmasterSTP Pretty well! I made an ‘A’ as my Final Grade in the class. Thanks for asking!
@@elliebrown2120 You're most welcome for my asking, and thanks for responding; I'm glad it went well!
@@PunmasterSTP It was nice chatting with you!
@@elliebrown2120 I feel the same way; take care!
This makes so much sense. Many thanks. God bless you.
you saved my life thank you very much
fascinating; thanks a TONE
great explanation!
Thanks, It was very useful.
Thank you very much! Perfect explanation! :)
I’ve got a question. How do we deal with variables that are bounded to some certain values?
For instance, we have a minimization problem in which variables x is greater than 1. Do we have to consider this as an additional constrain, let’s say x - 1 >= 0, and then convert it into a dual format? Am I right? Or there is a better way to do that?
Which textbook did you mention? We are using Intro. to Operation Reaearch by Hillier, same?
Thank you a lot
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