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We introduce non deterministic monoid recognizability (NDMR) of fuzzy languages and we show its equivalence with the deterministic version. Thus, fuzzy automata over the pairs (max, min), (max,ΔL), (m...
A notion of congruence on fuzzy algebras is introduced and the isomorphism theorem is established.
In this paper we first show a model using L1-Norm for locating a facility in a convex set and then we use it for fuzzy data in linear programming problems and especial case of integer linear programmi...
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...
Data envelopment analysis is a widely applied approach for measuring the relative efficiency of a set of decision making units (DMUs) which use multiple inputs and multiple outputs. The DEA- based mal...
Data envelopment analysis is widely applied approach for measuring the relative efficiencies of a set of decision making units(DMUs) using various inputs to produce various output are limited to crisp...
We present solution of first order fuzzy differential equations (FDEs)by modified Euler’s method and it’s iterative solution. The method is discussed in detail and this is followed by a complete error...
In this paper the superheating system of a 325MW steam power generating plant is modeled by usage of recurrent neuro-fuzzy networks and subtractive clustering.The experimental data are obtained from a...
Fuzzy值函数的Sugeno积分基础上,研究了几乎处处收敛的Fuzzy值函数及其序列的积分收敛性,得到了一些新的积分性质.
本文首先引入连续并既约元(是并既约元但不是完全并既约元的元)的概念, 并讨论了它的性质, 然后应用连续并既约元的性质去刻画完备Brouwer格上无限Fuzzy关系方程$A\odot X=b$的解集 (其中$A=(a_{j})_{j\in J}$和$b$已知, $b$为连续并既约元, $X=(x_{j})_{ j\in J}^{T}$未知, ``$\odot $''表示``sup-inf'', $...
L-Fuzzy拓扑空间的良紧性          2007/12/12
本文以[9]提出的广义拓扑分子格的收敛理论为工具,对L-Fuzzy拓扑空间引入良紧性,并讨论它的一系列基本性质,另外,我们还给出L-Fuzzy集的良紧性和强Q紧性等价的条件.
On the basis of the concept of the interval valued intuitionistic fuzzy sets introduced by K.Atanassov, the notion of interval valued intuitionistic fuzzy $H_v$-submodules of an $H_v$-module with resp...
本文在$I$-fuzzy拓扑中引入了$T_{0}$-, $T_{1}$-, $T_{2}$-, $T_{3}$-, $T_{4}$-分离公理, 且给出了一些它们的等价命题以及它们彼此间的关系.
This paper concerns a relationship between fuzzy sets and algebraic hyperstructures. It is a continuation of ideas presented by Davvaz(Fuzzy Sets Syst. 117: 477-484 2001) and Bhakat and Das(Fuzzy Sets...
证明了一种Fuzzy积分表为经典积分的表示定理和Fuzzy广义测度的Radon-NiKodym导数即是伴生空间的Radon-NiKodym导数;同时给出了Fuzzy积分的Radon-NiKodym定理,Jordan分解定理的简化证明。

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