Abstract-As there are many good optimization algorithms each with its own characteristics, it is very difficult to choose the best method for optimization problems. Thus, it is important to select and apply the appropriate algorithms according to the complexities of the problem. However, it is difficult to solve very complicated problems with only a single algorithm, and a hybrid optimization approach, which combines multiple optimization algorithms, is necessary. To develop an efficient hybrid optimization algorithm, it is necessary to determine how the optimization process is performed. This paper focuses on the balance between local and broad searches. Multiple optimization methods are controlled to derive both the optimum point and the information of the landscape. To achieve the proposed optimization strategy, three distinguished optimization algorithms are introduced: DIRECT (DIviding RECTangles), GAs (Genetic Algorithms), and SQP (Sequential Quadratic Programming). To integrate these three algorithms, each algorithm, especially DIRECT, was modified and developed. This paper describes a new hybrid method using these three algorithms. The performance of the proposed hybrid algorithm was examined through numerical experiments. From these experiments, not only the optimum point but also the information of the landscape was determined. The information of the landscape verified the reliability of optimization results.