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Let be a contraction with the coefficient.
strongly pseudocontractive with the coefficient if.
strictly pseudocontractive with the coefficient if (1.4).
Let a contraction with the coefficient.
Let f ∈ Π C with the coefficient ( 0 < α < 1 ).
That is, is strongly monotone with the coefficient.
Resulting departures are small and quite variable with the coefficient.
The corresponding P values, along with the coefficient estimate, are given in Table 4.
Then ( X, d ) is a cone b-metric space with the coefficient s = 3.
Since is a contraction with the coefficient, we have that there exists a unique fixed point.
Then (left( X,dright)) is a complete cone b-metric space with the coefficient (s=2).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com