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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.
The fixed point of fuzzy complex number-valued mapping
Fuzzy complex set Fuzzy complex number
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2010/9/15
In this paper, we introduce the concepts of fuzzy complex number,the operations of fuzzy complex number, the concepts of convergence for fuzzy complex number-valued sequence and the fuzzy complex numb...
On the Ishikawa process for (\alpha)-mappings fixed point by approximated sequences
(α)− mapping Common fixed point Ishikawa process
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2010/9/16
In this paper, we deal with the Ishikawa process and we give a new convergence theorem for the Ishikawa’s scheme iteration for the (α)−mappings in Banach 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 ...
Fixed point by approximated sequences for nonexpansive mappings in Banach spaces
Accretive operators duality mapping nonexpansive mappings
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2010/9/16
Fixed point by approximated sequences for nonexpansive mappings in Banach spaces
Multiplicity results for second order nonlinear boundary value problems via Leggett-Williams fixed-point theorem
Boundary value problems Positive multiple solutions
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2010/9/15
Multiplicity results for second order nonlinear boundary value problems via Leggett-Williams fixed-point theorem.
A Fixed Point Theorem and an Equilibrium Point of an Abstract Economy in H-spaces
H-space fixed points abstract economy
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2007/12/11
In this note we first prove a fixed point theorem in H-spaces which unities and extends the corresponding results in [6] and [9]. Then, by applying the fixed point theorem, we prove an existence theor...
A Unified Fixed Point Theory in Generalized Convex Spaces
multimap classes $\frak B$ and $\frak A_c^\kappa$ $\Phi$-map $\Phi$-set $\Phi$-space admissible $G$-convex space the Zima type locally $G$-convex space $LG$-space
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2007/12/10
Let $\frak B$ be the class of `better' admissible multimaps due to the author. We introduce new concepts of admissibility (in the sense of Klee) and of Klee approximability for subsets of $G$-convex u...
A fixed point theorem and an equilibrium point of an abstract economy in H-spaces
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2007/7/28
期刊信息
篇名
A fixed point theorem and an equilibrium point of an abstract economy in H-spaces
语种
英文
撰写或编译
撰写
作者
侯吉成
第一作者单位
汕头大学数学系及烟台大学数学与信息科学系
刊物名称
Acta Mathematicae Applicatae Sinica
页面
Vol.19 No.3, 425...
We consider the relationship of two fixed point theorems
We consider the relationship of two fixed point theorems
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2012/12/3
We consider the relationship of two fixed point theorems for direction-preserving discrete correspondences. We show that, for any space of no more than three dimensions, the fixed point theorem of Ii...
Some Random Fixed Point Theorems for Non-Self Nonexpansive Random Operators
Random fixed point non-self mappings Nonexpansive random operator inwardness condition
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2010/2/26
Let (W, S) be a measurable space, with \sum a sigma-algebra of subsets of W, and let E be a nonempty bounded closed convex and separable subset of a Banach space X, whose characteristic of noncompact ...
Common Fixed Point Theorems for Fuzzy Mappings in Quasi-Pseudo-Metric Spaces
Fuzzy mapping Fixed point Quasi-pseudo-metric Left K-sequentially complete Right K-sequentially complete
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2010/2/26
In this paper, we obtain some common fixed point theorems for pairs of fuzzy mappings in left K-sequentially complete quasi-pseudo-metric spaces and right K-sequentially complete quasi-pseudo-metric s...
On the Nilpotency Class of Lie Rings With Fixed-Point-Free Automorphisms
automorphisms Lie rings
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2010/2/26
Let L be a solvable Lie ring with derived length s. Assume that L admits an automorphism f of prime order p\geq 11 such that CL(f)=0. It is proved that the class of L is less than \frac{(p-2)s+1}{(p-3...