### Transportation Problem (Vogel algorithm python)

Transportation Problem
A typical transportation problem is shown in Fig. 9. It deals with sources where a supply of some commodity is available and destinations where the commodity is demanded. The classic statement of the transportation problem uses a matrix with the rows representing sources and columns representing destinations. The algorithms for solving the problem are based on this matrix representation. The costs of shipping from sources to destinations are indicated by the entries in the matrix. If shipment is impossible between a given source and destination, a large cost of M is entered. This discourages the solution from using such cells. Supplies and demands are shown along the margins of the matrix. As in the example, the classic transportation problem has total supply equal to total demand.
Figure 9. Matrix model of a transportation problem.
(http://www.me.utexas.edu/~jensen/models/network/net8.html)

class Vogel(): def __init__(…

**Vogel Algorithm as a solution (python)**class Vogel(): def __init__(…