Given that assignment techniques have the capacity to be formulated with transportation problems and linear programming techniques, there are certain specific features associated with it. Developed by a Hungarian mathematician, D. Konig, this method has a specific structure associated with it.
The most important facet of this method is that in case of addition of a constant, the optimal assignment that is present is not affected and therefore changes in column or row do not affect the given balanced assignment cost matrix.
Before the algorithm is placed, certain factors need to be checked.
Once these details are placed getting the correct view becomes easier, and therefore students can easily solve problems of assignment techniques with the help of this mode.
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