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本文中提出合金振动格林函数的晶体理论,采用置换群约化理论使合金构型对称化,采用晶格平移群使合金哈密顿量变成方块对角阵。文末说明声子哈密顿量。The crystal theory is formulated for treating the vibrational Green's functions of alloys. The configurations of the alloy could be symmetrized in virtue of the theory of permutation groups. The Hamiltonian of the alloy could be block diagonalized using the franslation group of the lattice, and completely diagonalized by applying Wilson's GF matrix method. So the inverse matrix of Green's functions is solved. Phonon's Hamiltonian and Green's func-tions are also mentioned.
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