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Topological Properties

Topological Properties of China Input Output Networks

Topological Properties of China Input Output Networks

... In our works we built input-output network models in three ways. The first is based on physical-value input-output table. Just as we mentioned before, because of rapid economic growth during last decades in China, the ...

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Topological properties of spaces ordered by preferences

Topological properties of spaces ordered by preferences

... many topological properties of GPO-spaces via the GO-space ...Other properties that had not been studied in GO-spaces, namely, topological separability and the first and second axioms of count- ...

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Geometrical and topological properties of fractal percolation

Geometrical and topological properties of fractal percolation

... The simple process described above has become known as fractal percolation, or Mandelbrot percolation after M andelbrot [37]. The lim it set Coo is an example of a random Cantor set, being a random and planar ...

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Topological properties of a dense atomic lattice gas

Topological properties of a dense atomic lattice gas

... In this Supplemental Material, we provide the derivation of the master equation that describes the dynamics of our system. Next, we show how to perform the Ewald summation for the calculation of the band structure, ...

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Topological properties of a dense atomic lattice gas

Topological properties of a dense atomic lattice gas

... the topological properties of a two-dimensional lattice of atoms where long-range in- teractions arise intrinsically via coherent light scattering between internal atomic states ...

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On Topological Properties of the n-Star Graph

On Topological Properties of the n-Star Graph

... The −star graph is defined on the set of all sequences ( … ), ∈ {1, 2, … , }, ≠ , ≠ , where edges are of the form ( … ) ~ ( … ), for some ≠ 1. In this paper we will show that is a vertex and edge transitive graph and ...

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Topological properties of a dense atomic lattice gas

Topological properties of a dense atomic lattice gas

... for r λ [see Fig. 1(b)]. We will study the topological properties of the system in an intermediate regime, where the full potential needs to be considered. In particular, we fix the ratio a/λ = 0.1 [43,51] ...

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Topological properties of generalized Wallman spaces and lattice relations

Topological properties of generalized Wallman spaces and lattice relations

... Generalized Wallman Spaces and their topological properties, lattice repleteness and completeness, zero-one valued measures, smoothness properties of measures.. 1991 AMS SUBJECT CLASSIFI[r] ...

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On topological properties of probabilistic neural network

On topological properties of probabilistic neural network

... forgotten topological index was introduced in the same paper where Zagreb indices were introduced [1], but that time not much studied about this index in 2015, Furtula and Gutman reinvestigate this index again in ...

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Some fuzzy SP topological properties

Some fuzzy SP topological properties

... We introduce r-fuzzy strongly preopen and r-fuzzy strongly preclosed sets in fuzzy topo- logical space in view of the definition of Šostak (1985). We investigate some properties of them. Moreover, the concepts of ...

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On Order and Topological Properties of Riesz Spaces

On Order and Topological Properties of Riesz Spaces

... Chapter 2 considers the real linear space obL, M of all order bounded linear transformations from a Riesz space L into a Dedekind complete Riesz space M... The order structure of the Ded[r] ...

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* Topological properties

* Topological properties

... A topological property P will be called a *-topologtcal prol, crly wtlh respect to r,,tr, attl ] if it is preserved by any *-homeomorphism with respect to r,l,tr and ] or, followi,g ot,r[r] ...

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On Characterizations of New Separation Axioms and Topological Properties

On Characterizations of New Separation Axioms and Topological Properties

... Throughout the paper (X , τ) (or simply X ) will always denote a topological space. Let (X , τ) be a topological space and S ⊂ X . Then S is called regularly-open if S = I nt(clS). The complement S c (= X \ ...

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Semi topological properties

Semi topological properties

... In the following example we shall use this technique to show that the property of being minimal Hausdorff, or being sequential and Hausdorff minimal or being minimal completely regular i[r] ...

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Topological properties of minimal surfaces

Topological properties of minimal surfaces

... The idea is to construct a submanifold M of IR.* which looks like a regular neighbourhood of the desired minimal surface, such that 'SM has positive mean curvature; the condition of posi[r] ...

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On lattice topological properties of general Wallman spaces

On lattice topological properties of general Wallman spaces

... Let X be an arbitrary set and a lattice of subsets of X such that t/t, X E ..A is the algebra generated by and I consists of all zero-one valued finitely additive measures on Various sub[r] ...

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Altan derivatives of a graph

Altan derivatives of a graph

... noticed topological properties of altan derivatives of polycyclic conjugated hydrocarbons are shown to be the properties of all altan derivatives of all ...

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Vol 3, No 9 (2012)

Vol 3, No 9 (2012)

... under topological transformations known as ...general topological structure on rough ...basic topological properties of the resultant Rough Topological Spaces (RTS), such as rough open ...

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A topological approach to nonlinear analysis

A topological approach to nonlinear analysis

... The topological proof will utilize the ideas of complete metric spaces, Ascoli- Arzela theorem, topological properties in Euclidean n-space and normed linear spaces, and the extension [r] ...

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Semi separation axioms and hyperspaces

Semi separation axioms and hyperspaces

... Example 1.5 in [6], which was used to show that normal and regular are not semi topological properties, also shows that s-normal and s-regular are not semi topological properties... are [r] ...

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