本論文首先處理不確定性隨機中性區間系統的強健穩定性，參數不確定性未知且時延是非時變。接著處理不確定性隨機中性區間系統強健穩定化控制，結果以線性矩陣不等式來表示。最後，兩個範例說明所提理論的有效性與正確性。 In this paper, we first deal with the robust stability of uncertain linear stochastic neutral interval systems. The parameter uncertainties are unknown and the delays are time-invariant. Moreover, we extend the proposed theory to discuss the robust stabilization of uncertain stochastic neutral interval systems. The proposed results are given in terms of linear matrix inequalities. Two examples are worked out to illustrate the validness of the theoretical results.