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In this paper, we establish quadruple fixed point theorems for compatible type mappings in partially ordered b -metric spaces without the mixed g -monotone property under some conditions.
In this paper some new fixed point theorems for nonlinear contractive type and nonlinear compatible type mapping in complete Menger probabilistic metric spaces are proved.
Suzuki and Pathak [64] also extended the class of compatible type mappings and several analogous notions to almost compatible mappings and analogous notions, respectively.
Two self-maps f and g of a metric space ( X, d ) are called weakly compatible (partially commuting or coincidentally commuting, compatible type ( N ) ) iff f and g commute on the set of coincidence points.
The purpose of this paper is to prove some existence theorems of fixed points for nonlinear contractive type and nonlinear compatible type mapping in complete Menger probabilistic metric spaces.
At this point tasks are assigned to any available worker of a compatible type.
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The semantic LooCI type system introduces messaging overhead, as GUIDs must be included in introspection messages to support discovery of compatible types.
The procedure checks whether all concepts in a group have compatible types.
The default mode of dmextract ("opt=pha1") is to generate a HEASARC/OGIP-compatible Type I PHA file.
In this paper [13], the authors proved some coupled coincidence point theorems for O-compatible type mappings in the context of partially ordered generalized metric spaces.
To apply the framework to a specific domain, e.g. text mining, users need to create a UIMA-compatible type system, which defines the data types used by their tools.
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