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6DS1731-8RR The basis of functional modularization is that if a problem is composed of multiple problems, the complexity of the combined problem will be greater than the sum of the complexity of the problems when they are considered separately.

6DS1731-8RR This conclusion makes people willing to use functional modularization methods to decompose complex problems into many easy-to-solve local problems.

The functional modularization method does not mean unlimited division of software, because as the number of functional modules increases, although the workload of developing a single functional module is reduced, the workload required to design the interface between functional modules will also increase, and there will be Unexpected software bugs.

6DS1731-8RR Therefore, only by selecting the appropriate number of functional modules can the development cost of the entire system be minimized.

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