interval valued
Bipolar Interval Valued Multi Fuzzy Generalized Semipre Continuous Mappings
... Bipolar interval valued multi fuzzy subset, bipolar interval valued multi fuzzy topological space, bipolar interval valued multi fuzzy interior, bipolar interval ...
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A Theory of Lattice Interval Valued Fuzzy Sets and Fuzzy Maps Between Different Lattice Interval Valued Fuzzy Sets
... of, interval valued f-maps or simply ivf-maps between L -ivf-sets of different complete lattices L , M ; ivf-image of an L -ivf-subset under an ivf-map and L -ivf-inverse image of an M -ivf-subset under an ...
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Solving the Interval Valued Linear Fractional Programming Problem
... In this paper, first we introduced two possible types (Equa- tions (8), (9)) of linear fractional programming problems with interval valued objective functions. Then we proved that we can convert the ...
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Bipolar Interval Valued Multi Fuzzy Generalized Semipre Continuous Mappings
... bipolar interval valued multi fuzzy semipre interior of A ( ( ) for short) and the bipolar interval valued multi fuzzy semipre closure of A (biv ( ) for short) are defined by biv ( )= * is a ...
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Efficient modeling and representation of agreement in interval valued data
... the interval [0, 1], not only represent a FS, but also are themselves FSs that represent the membership in each of the linguistic basis ...the interval between 0 and 10 that represents the word ...
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Fractional Hermite–Hadamard type inequalities for interval valued functions
... It is well known that convex function and convexity are very important in mathemati- cal economy, probability theory, optimal control theory, and other fields of mathematics. Over the years, classical convexity has been ...
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Fuzzy BCI subalgebras with interval valued membership functions
... an interval-valued fuzzy set (i.e., a fuzzy set with an interval-valued membership ...This interval-valued fuzzy set is referred to as an i-v fuzzy ...defined ...
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On AP Henstock Integrals of Interval Valued Functions and Fuzzy Number Valued Functions
... As it is well known, the Henstock integral for a real function was first defined by Hens- tock [2] in 1963. The Henstock integral is a lot of powerful and easier than the Lebes- gue, Wiener and Richard Phillips Feynman ...
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On Gronwall type inequalities for interval valued functions on time scales
... It is well known that the dynamic inequalities play important roles in the development of the qualitative theory of dynamic equations on time scales. The study of dynamic equa- tions on time scales which goes back to its ...
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From interval valued data to general type 2 fuzzy sets
... the interval-based data without preselecting a spe- cific FS type (such as triangular or Gaussian) and minimises the loss of information during the model creation process (from the original, potentially uncertain ...
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Novel similarity measure for interval valued data based on overlapping ratio
... The proposed similarity measure uses the reciprocal over- lapping ratios of the intervals to compute their asymmetric similarities which in turn are used to establish an overall symmetrical similarity, bounded by [0,1]. ...
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Properties of interval valued function space under the gH difference and their application to semi linear interval differential equations
... or interval coefficients [], and thus interval analysis, developed by Moore [] plays an important role in studying the ex- istence and uniqueness of the solutions for interval differential equations ...
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Type 2 fuzzy alpha cuts
... Type-2 fuzzy logic systems make use of type-2 fuzzy sets. To be able to deliver useful type-2 fuzzy logic applications we need to be able to perform meaningful operations on these sets. These operations should also be ...
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On Henstock Stieltjes Integrals of Interval Valued Functions and Fuzzy Number Valued Functions
... of interval-valued functions and fuzzy- number-valued functions and obtained a number of their ...the interval- valued Henstock-Stieltjes integral on time scales and investigated some ...
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Optimality conditions for interval valued univex programming
... of interval-valued functions are extensions of real-valued ...of interval-valued functions are introduced by the authors, such as weakly dif- ferentiable functions [36], H-differentiable ...
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On interval valued optimization problems with generalized invex functions
... In many research fields and real world problems, the methodology for solving optimiza- tion problems has been used. There are three kinds of methodology that are used for solving optimization problems, namely ...
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The Suitable Two Kinds of Interval valued Fuzzy Metric Spaces for Interval valued Fuzzy Reasoning
... four interval-valued fuzzy metric spaces structures induced by four specific regular implication on ...choose interval- valued fuzzy metric spaces , and , d to research issues of fuzzy ...
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Boxdot and Star Products on Interval Valued Intuitionistic Fuzzy Graphs
... of interval-valued fuzzy sets as an extension of fuzzy sets, in which the values of the membership degrees are intervals of numbers instead of the ...proposed Interval- Valued Intuitionistic ...
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On interval valued invex mappings and optimality conditions for interval valued optimization problems
... things. Interval- valued optimization [] is an important model to deal with the problems with data uncer- ...to interval-valued optimization problems have been explored in considerable ...
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Some properties of the interval valued g¯ integrals and a standard interval valued g¯ convolution
... the interval-valued generalized fuzzy integral by using an interval-representable pseudo-multiplication and investigated their ...the interval-valued g-integral represented by its ...
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