# Assignment Models

Now , assignment is made to this single zero by putting the square around it and at the same time, all other zeros in the corresponding rows are crossed out (x) step is conducted for each column.(iii) Step 3, (i) and 3 (ii) are repeated till all the zeros are either marked or crossed out.

Now , assignment is made to this single zero by putting the square around it and at the same time, all other zeros in the corresponding rows are crossed out (x) step is conducted for each column.

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Assignment problem is a special type of linear programming problem which deals with the allocation of the various resources to the various activities on one to one basis.

(iii) Now tick mark all the rows that are not already marked and that have assignment in the marked columns. (4(i), 4(ii), 4(iii) are repeated until no more rows or columns can be marked.

(v) Now draw straight lines which pass through all the un marked rows and marked columns.

Consider the objective function of minimization type.

Following steps are involved in solving this Assignment problem, 1.

Assignment models are used to estimate the traffic flows on a network.

Traffic Assignment Models estimate the flow on a street or highway network using an input matrix of flows that indicate the volume of traffic between origin and destination (O-D) pairs.

So, we will be getting at least one zero in each row of this new table. Having constructed the table (as by step-1) take the columns of the table.

Starting from first column locate the smallest cost element in each column.