Convolutionintegral is a mathematical method applied to calculus the zero state response of continuous-time systems.
卷积积分是计算连续时间系统零状态响应的数学工具。
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In particular, several inclusion relations, integral operators and convolution properties for each of these function classes are proven.
特别地，证明了这两个子类的几个包含关系、积分算子和卷积性质。
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This paper compares convolutionintegral with convolution summation by graphic solution method, then provides different kinds of simple calculate method and explain its applied method with examples.