We define that in the generalized cone metric space,making it a generalized metric space. Then we obtain a e-quivalent relation between the generalized cone metric and the generalized metric, i. e. the generalized cone metric space is metrizable.%在广义锥度量空间中定义了g(x,y,z)=inf{||u||:G(x,y,z)＞u,(∨)x,y,z∈X},使其成为广义锥度量空间,得到了广义度量与广义锥度量的关系,即广义锥度量空间可以度量化.
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