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This comes despite a recent strengthening in sterling and worries about a new contraction in world trade as "currency wars" start to be waged across the world.
In order to tackle the problem, a new contraction method on non-dominance area is proposed to rank solutions.
Wardowski [12] introduced and studied a new contraction called an F-contraction to prove a fixed point result as a generalization of the Banach contraction principle.
Recently, Wardowski [1] established a new contraction, the so-called F-contraction, and obtained a fixed point result as a generalization of the Banach contraction principle.
Recently, Wardowski [13] introduced and studied a new contraction, called F-contraction, to prove a fixed point result as a generalization of the Banach contraction principle.
Recently, Wardowski [24] introduced a new contraction called F-contraction and proved a fixed point result as a generalization of the Banach contraction principle [1].
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At the same year, Moradi et al. [8] introduced a new type of fixed point theorem by defining T F -contraction as a new contractive condition in complete metric spaces.
The OECD's chief economist, Pier Carlo Padoan, said: "After five years of crisis, the global economy is weakening again", adding that the risk of a "major new contraction" could not be ruled out.
In particular, in [10], Wardowski considered a generalization of a fuzzy contractive mapping of Gregori and Sapena in M-complete GV-spaces, also in [7], Mihet defined a new fuzzy contraction called fuzzy ψ-contraction which enlarges the class of fuzzy contractive mappings of Gregori and Sapena and considered these mappings in KM-spaces.
Later, Mihet [9, 10] further studied the fixed point theory for the different contraction mappings in fuzzy metric spaces, and introduced some new contraction mappings, such as Edelstein fuzzy contractive mappings, fuzzy ψ-contraction of type, etc.
"The risk of a new major contraction can't be ruled out".
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Justyna Jupowicz-Kozak
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