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中文摘要：
研究了具有一个奇异端点的线性哈密顿算子的自伴扩张的解析描述．设最小哈密顿算子h的亏指数为（d，d），将Im（h＊Y，Y）表示为秩为2d的二次型，该文利用二次型的表示矩阵得到了最小哈密顿算子h的自伴扩张域的一种新的完全描述．
英文摘要：
In this paper, the self-adjoint extension of the minimal Hamiltonian operator h with equal deficiency index （d, d） is considered. Since Ira（h＇y, y） can be represented as a quadratic form with rank being 2d, the new characterization of the domains of self-adjoint extensions of h is obtained by the representation matrix.
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