“…In Theorem 2.1, taking (A, S) and (B, T ) as compatible pairs of mappings and metric space as complete, we get the result of Jungck [11]. Now, we give an example in the support of our main result.…”
Section: Resultsmentioning
confidence: 69%
“…Now, we prove our main result for the existence of common fixed point for four mappings in a non-complete metric space using the concept of faintly compatible mappings which is analogous to the result of Jungck [11].…”
Section: Definition 17 ([3]mentioning
confidence: 70%
“…In one of the interesting paper, Jungck [11] established a common fixed point theorem for four mappings in a complete metric space. Now, we prove our main result for the existence of common fixed point for four mappings in a non-complete metric space using the concept of faintly compatible mappings which is analogous to the result of Jungck [11].…”
Abstract. In this paper, we obtain a generalized common fixed point theorem for four mappings using the conditions of non-compatibility and faint compatibility.
“…In Theorem 2.1, taking (A, S) and (B, T ) as compatible pairs of mappings and metric space as complete, we get the result of Jungck [11]. Now, we give an example in the support of our main result.…”
Section: Resultsmentioning
confidence: 69%
“…Now, we prove our main result for the existence of common fixed point for four mappings in a non-complete metric space using the concept of faintly compatible mappings which is analogous to the result of Jungck [11].…”
Section: Definition 17 ([3]mentioning
confidence: 70%
“…In one of the interesting paper, Jungck [11] established a common fixed point theorem for four mappings in a complete metric space. Now, we prove our main result for the existence of common fixed point for four mappings in a non-complete metric space using the concept of faintly compatible mappings which is analogous to the result of Jungck [11].…”
Abstract. In this paper, we obtain a generalized common fixed point theorem for four mappings using the conditions of non-compatibility and faint compatibility.
“…Since then a number of fixed point theorems have been proved by many authors and various generalizations of this theorem have been established. G. Jungck (1976) initiated the concept of commuting maps and generalized it with the concept of compatible maps (Jungck 1986(Jungck , 1988 and established some important fixed point results. G. Jungck, P. P. Murthy and Y. J.…”
In this article we establish a common fixed point result for two pairs of mappings of compatible type(A) in dislocated metric space which generalizes and extends the similar results in the literature.
“…In general, commuting mappings are weakly commuting and weakly commuting mappings are compatible, but the converses are not necessarily true ( [9] and [26]). Several authors proved common fixed point theorems using this concept ( [10], [11] and [13]- [15]). …”
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