APPLICATION OF HEURISTIC METHODS FOR EFFICIENT CATTLE MARKET DISTRIBUTION AND TRANSPORTATION PLANNING
Keywords:
Heuristic Methods, Transportation Problems, Modified Distribution Method, Minimum Cost, Optimization, Stepping Stone MethodAbstract
This study investigates the application of heuristic optimization techniques to the
classical transportation problem within the context of cattle distribution logistics in
Niger State, Nigeria. Heuristic methods, which are widely employed for solving
computationally intractable or large-scale optimization problems, provide efficient,
intuitive, and near-optimal solutions by exploiting the structural properties of the
problem. Their computational efficiency and simplicity make them particularly suitable
for real-world logistics systems characterized by multiple supply and demand nodes. The
research focuses on optimizing the distribution of cattle from seven major markets—
Bangi, Beji, Ibeto, Kawon-Kontagora, Kuta, Mariga, and Tungar-Malam—to selected
demand centers in Southwestern Nigeria, including Akure, Ibadan, Ilorin, Ijebu-Ode,
Lagos, and Oshogbo. The primary objective is to minimize total transportation cost while
satisfying supply and demand constraints across the network. An initial basic feasible
solution (IBFS) was obtained using a heuristic approach, yielding a total transportation
cost of ₦49,992,919.16. To evaluate optimality, the solution was tested using the
Modified Distribution Method (MODI/MDK), which indicated that the heuristic-derived
solution was not optimal. Consequently, further optimization was performed using the
solver tool in Microsoft Excel Solver, which generated an improved optimal solution with
a reduced transportation cost of ₦46,321,081.96. The results demonstrate the
effectiveness of heuristic methods in generating rapid and reasonably efficient initial
solutions, while highlighting the importance of integrating exact optimization techniques
for achieving global optimality in livestock transportation planning systems.
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