Transportation problem [ MODI method - U V method with Optimal Solution ] kauserwise

NOTE:
Formula "pij = ui+vi-Cij" according to this formula the optimal values should be Zero or less than Zero which mean Zero or negative values, and in this formula if we did not reach the optimality then we should select the maximum positive value to proceed further.
If you use this Cij-(u1+vj) formula then the values should be zero or positive value to reach the optimality, and in this formula if we did not reach the optimality then we should select the maximum negative value to proceed further. We can apply either any one of the formula to find out the optimality. So both formulas are doing same thing only but the values of sign (- +) will be differ.

Link for ►[Part 2] MODI Method (If "m+n-1 is not equal to no of allocated cells)

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00:00 Transportation model UV method by kauserwise
00:33 What are the two phases in Transportation model?
00:46 What the three methods are available in the transportation problem?
01:30 Transportation problem using UV method or MODI method Problem
03:16 How to check Balanced or unbalanced transportation problem?
04:17 UV | MODI | Finding Initial basic feasible solution using North West Corner Cell Method
08:16 Using UV | Modi | Finding Optimality in Transportation problem
08:46 How to find U value and V value in UV method
09:38 What is the Formula to find U value and V value in UV method
10:14 m+n-1=Cij Condition explained in Uv method in transportation problem
10:57 How to apply Ui+Vj=Cij Formula in UV | MODI method in transportation problem
14:27 How to check Penality in UV method
14:41 Pij=Ui+Vj-Cij Penality formula in UV method
15:01 Computation Penality Pij=Ui+Vj-Cij in UV method
18:20 What is the Optimality Condition for UV method
18:47 How to find new basic cell in Uv method if the condition is not satisfied
19:14 How to draw a closed loop and its conditions
30:37 Findin the total cost in UV method

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Link for ►[Part 2] MODI Method (If "m+n-1 is not equal to no of allocated cells)




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[sonalupadhyay]

Words aren't enough to express gratitude to you. Even being far away you are helping students much more than their own faculties atleast that is in my case.

[vidhijain]

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[duraipandic]

i am easy to understand this method .
your teaching i like it
THANK YOU mam.

[shraddhapai]

Amazing!!!! Can't thank you enough! ♥️

[parikshitsamant]

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[ritikrai]

Please make a video lecture on stepping stone method.

[tap-inmerchant]

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[vijai]

I was struggling with this chapter from last 2 attempts .Now transportation is a cake walk for me ..thanks mam .

[markkarme]

This video from 2015 but in 2019 you still number one thank you

[shivamarora]

start directly from 9:00 for MODI/U-V Method.

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[uzs]

Thank you, I study in the UK and I was clueless on how to approach this- my university lectures and seminars did not help at all- this simplified it perfectly. Thank you!

[samuelv.ecunajr]

I'm a foreign student studying in Ludhiana, you have been my Angel to understand most of my subjects. I don't even know how to thank you for helping us. God bless you.

[serendibboysrilanka]

For the record, even SLIIT university Doctorate lectures use this videos as a guideline for candidates...😍
I came here using the link my lecture given for extra knowledge
Thank you ma'am

[pritamnilroy]

Thanks .. it's really help me to understand the whole transportation problems, 🙏🙏 but MODI is really time consuming 😅

[gmdan]

Really you are one of the best lecturerThank you so much