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

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.

Here is the video about Transportation problem in Modi method-U V method using north west corner method, optimum solution in operation research, with sample problem in simple manner. Hope this will help you to get the subject knowledge at the end. Thanks and All the best.

To watch more tutorials, use the below links.

1, Transportation problem [VAM | Northwest corner | Least cost Method]:

2, Unbalanced transportation problem[VAM | Northwest corner | Least cost Method]:

3, Transportation problem [ Modi method | UV method with optimal solution] :

4, Degeneracy in transportation [UV | Modi Method] :

5, LPP using simplex method [Easy steps to solve simplex problem]:

6, LPP using Dual simplex method :

7, LPP using TWO PHASE method:

8, LPP using BIG M method:

9, [1] LPP using Graphical method [Maximization with 2 constraints]:

10, [2] LPP using Graphical method [Minimization with 3 constraints]:

11, CPM - Critical path method | Project evaluation technique :

12, PERT - Project evaluation review technique :

13, Crashing of project network [with two critical paths]:

14, [1] Assignment problem using Hungerian method:

15, [2] Assignment problem Hungeraian method [DIAGONAL RULE]:

16, [1] Game theory [Pure & Mixed strategy]:

17, [2] Game theory [Dominance property - Pure and mixed strategy]:

18, [3] Game theory [Graphical method [ 2 X N ] Game:

19, [4] Game theory [Graphical method [ M X 2 ] Game:

20, [1] Transshipment problem [Source and destinations acting as transient nodes]:

To watch more tutorials for the following subjects pls visit the below URL and choose playlist:
* Financial Accounts
* Corporate accounts
* Cost and Management accounts
* Operations Research
* Statistics


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