A new approach on generalized quasimetric spaces induced by partial metric spaces

HIGHLIGHTS

• who: Yaoqiang Wu from the School of Sciences and Arts, Suqian University, Suqian, PRChina have published the research: A new approach on generalized quasimetric spaces induced by partial metric spaces, in the Journal: (JOURNAL)

SUMMARY

(M2): By_(P4), the authors have p̂(x, y) + p̂(y, z)=p(x, y) - αp(x, x) + βp(y, y) + p(y, z) - αp(y, y) + βp(z, z) =p(x, y) + p(y, z) - p(y, y) - αp(x, x) + βp(z, z) ≥ p(x, z) - αp(x, x) + βp(z, z)=p̂(x, z), for . . .

 



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