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Common fixed point theorems with integral inequality
b-metric spaces coincidence point
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2010/9/26
The aim of this paper is to obtain fixed point theorems for hybrid pairs of single valued and multivalued mappings satisfying a contractive condition of integral type in general settings. Several well...
Fixed point theorems in dislocated quasi-metric space
dislocated quasi-metric fixed point
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2010/9/20
In this paper we have proved fixed point theorems for continuous contraction mappings in dislocated quasi-metric space. Also we obtain a common fixed point theorem for a pairs of mappings in dislocate...
Fixed point theorems for the generalized C-contractions
Probabilistic metric space Fuzzy metric space
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2010/9/14
In this paper, by using the concept of p-convergency we obtain two fixed point theorems for (q1, q2)-contraction of (, λ)-type and generalized C-contraction.
A Simplicial Approach for Discrete Fixed Point Theorems
Sperner’s lemma Fixed point theorem Direction-preserving map Simplicial structure
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2012/11/30
We present a new discrete fixed point theorem based on a variation of the direction-preserving maps over simplicial structures. We show that the result is more
general than the recent discrete fixed ...
Common fixed point theorems with applications in dynamic programming
Common fixed point compatible mappings of type
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2010/9/14
In this paper, the concepts of compatible mappings of type (A) and type (P) are introduced in an induced metric space, two common fixed point theorems for two pairs of compatible mappings of type (A) ...
Common fixed point theorems for a class maps in L-fuzzy metric spaces
Common fixed point theorems maps in L-fuzzy metric spaces
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2010/9/15
In this paper we first prove a common fixed point theorem in Lfuzzy metric space. Then we prove fixed point theorems for various compatible maps in L-fuzzy metric spaces.
Fixed point theorems in general probabilistic metric spaces
Fixed points general complete probabilistic metric spaces nonlinear semigroups
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2010/9/16
Contraction maps on probalistic metric spaces were first defined and studied by Sehgal [12]. They were subsequently studied by Sherwood [13],where firstly appeared the fundamental problem of ”bounded ...