You are literally my saviour! Due to overlaps with other lectures, I cannot attend the linear programming lecture in my university. But this is awesome, I can rework the stuff with the help of your videos now! Thank you so much!
Many thanks professor , actually my profession is a far away from the pure math discipline but I have a solid elementary basics in mathematics so I took the advantage of that to strengthen my self on linear programming for the reason of some intersection related to some areas in my profession , so I deeply wish you all pest for and hope you accept my warm gratitude .
Is there also not a constraint on x_4'' such that it must be smaller than x_4'? Otherwise it could render x_4 < 0. These lectures are amazing btw professor. Thank you for posting them!
Thank you for your excellent lecture! I found one little mistake. For the observations that you summarized at 33:55, condition for m and n should be n >= m, instead of n > m.
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i love your way in explanation many thanks
and please keep uploading videos on math
Thanks for watching.
Your teaching is so well! I came from SJTU too, I am now pursuing a Ph.D. degree in Operations Research. Thx so much!
Thank you so much for your lectures, they're obvious and strengthened with real examples (not abstract like maths)
You are literally my saviour! Due to overlaps with other lectures, I cannot attend the linear programming lecture in my university. But this is awesome, I can rework the stuff with the help of your videos now! Thank you so much!
Many thanks professor , actually my profession is a far away from the pure math discipline but I have a solid elementary basics in mathematics so I took the advantage of that to strengthen my self on linear programming for the reason of some intersection related to some areas in my profession , so I deeply wish you all pest for and hope you accept my warm gratitude .
great example and clear explanation.
Thanks.
Is there also not a constraint on x_4'' such that it must be smaller than x_4'? Otherwise it could render x_4 < 0.
These lectures are amazing btw professor. Thank you for posting them!
Thank you for your excellent lecture! I found one little mistake. For the observations that you summarized at 33:55, condition for m and n should be n >= m, instead of n > m.
m and n might not be the same number.
@@eddiezhuo4231 they def could be equal, so for generality, less than equal is appropriate here
very great lecture!! Thanks!!
Thanks.
Thank you madam♥️
You are amazing. Thank you
I want to scream take the negative to minimize! The look of concern in your eyes over no reply was funny.😂
Thank you for the video. From TTU
You are a great instructor!
Thanks for watching.
Hi,
0:12:45
Why is the maximize function converted to a minimize function?
doesn't this totally alter the problem question at hand?
I’m so confused now; CLRS says standard form is maximizing with inequalities. Why the difference here?
You can define it either way. It doesn't matter. Thanks for watching.
Tnx so much! this video is very hepfull :)
Thanks. I am glad you like it.
madam what is the text book which has the examples? thanks in advance
students of what section(math,IT) are taking this course? Thanks
Engineering, this course is kinda introductory.
Am i the only person here who is watching this video on 1.5X speed... lolz
Haha that's funny. Do I sound like a chipmunk at that speed?
wenshenpsu hahaha nope that is perfect...you helped me alot in my studies thanks ma'am
Thanks for watching!
I'm the same way, always goes 2X speed, when data chunking in the beginning of the course.
Whatever, I have to pause every once in a while just to let my brain catch up. 🤣
10406
X1 and x2 are linearly independent, positive vectors.... They're feasible solutions...