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Let be a normal cone of.
Let and let be a normal cone.
Let (Psubset E) be a normal cone.
Let K be a normal cone in X.
Theorem 2.15 Let α ∈ ( 0, 1 ) and P be a normal cone.
Let P be a normal cone in a real Banach space E and (h>theta).
Let P be a normal cone in E, and (T Prightarrow P) be an increasing operator.
Let be a real Banach space and be a normal cone in.
Example 2.9 Let ( X, d ) be a cone metric space and P be a normal cone.
Theorem 2.6 Let X be a cone Banach space and P be a normal cone.
Let be a normal cone in a real Banach space, and a mixed monotone operator.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com