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The objective of this paper is to design a sampled\u2010data controller to ensure the admissibility of a singular system and to construct an appropriate Lyapunov\u2013Krasovskii functional (LKF) to get less conservative results for the sampled\u2010data singular system. To accomplish these objectives, the system is converted into a time\u2010delay system by the input delay approach firstly, and both lower and upper bounds of the delay are considered. Secondly, by introducing a suitable LKF, the admissibility criteria are obtained. Then, when estimating the derivative of the LKF, a relaxation variable is introduced by the method of reciprocally convex inequality, and it is proved that the conservatism is reduced. 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