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The Hartree-Fock instability against charge or spin density wave is examined as a function of the band filling for quasi-two-dimensional tight binding electrons in the tetragonal symmetry. It is found that the existence of the instability can be confined to the region close to the half-filling. The implication of the present result is discussed in the context of high T c superconductor, (La 1- x M x ) 2 CuO 4 , and it is indicated that the ground state for very small value of x will be the spin density wave (SDW) and that the superconductivity state is stabilized above some critical value of x of the order of 0.01.
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Hasegawa et al. (1987) studied this question.
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