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Vogel's Approximation Method - (VAM) for Transportation Problems
Lesson 11 of 16 • 4 upvotes • 14:21mins
Sugantha Haridass
Vogel's approximation method is used to find the initial basic feasible solution for transportation method. Here we first consider the difference of first 2 least values, then find the maximum of the difference and then its corresponding least cell value. The cell value is multiplied with the least of demand and supply to give the cost value of that iteration.
Applied Mathematics for Communication Engineers: ISRO ICRB
16 lessons • 2h 55m
1
Linear Programming Problem Using Simplex Method
12:49mins
2
Linear Programming Problem Using Graphical Method
9:46mins
3
Transportation Problem by North West Corner Method
9:00mins
4
Big M Method or M Technique
15:00mins
5
Transportation Problem by Least Cost Method
9:47mins
6
QR Factorization
12:54mins
7
The Runge Kutta Methods
13:47mins
8
Runge Kutta Methods for Solving Simultaneous Differential Equations
10:12mins
9
Solving Second Order Differential Equation using Runge Kutta Method
9:06mins
10
Milne's Predictor - Corrector Method
12:07mins
11
Vogel's Approximation Method - (VAM) for Transportation Problems
14:21mins
12
Adams Bashforth Predictor and Corrector Method
8:44mins
13
Karl Pearson's Correlation Coefficient
8:47mins
14
Variance(X), Variance(Y), Covariance Between X and Y.
9:46mins
15
Correlation Coefficient for Uncorrelated Random Variables
10:55mins
16
Correlation Coefficient of Joint Probability Density Function
8:48mins
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