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Column Minima Method:
Step 1: Determine the smallest cost in the first column of the transportation table. Let it be C1j . allocate Xi1= min ( ai bi ) in the cell ( i, 1).
Steps 2:
a. If Xi1 = b1 cross out the first column of the transportation table and move towards right to the second column.
b. If Xi1= ai cross out the i row of the transportation table and reconsider the first column with the remaining demand.
c. If Xi1= bj = a i cross out the i row and make the second allocation Xk1= 0 in the cell ( k, 1) with Ck1 being the new minimum cost in the first column. Cross out the column and move towards right to the second column.
Steps 3: Repeat steps 1 and 2 for the reduce transportation table until all the requirements are satisfied.
Vogel Approximation Methods ( VAM): like the least methods the Vogel Approximation Methods( VAM) also consider the shipping costs. but in a relative sense when making allocations.
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