In this paper, the author combines geometric theory of analytic function regarding differential superordination and subordination with fuzzy for convolution product Ruscheweyh derivative multiplier transformation. Interesting inequalities are obtained by author.

  This paper demonstrates a preliminary investigation of geometry, function and its relation to DFX principles, namely DFM (Design for Manufacturing). This is the starting point for research on the development of an expert system that assesses design goals along DFX principles in a feature-based CAD environment. There is a need for a deeper level of understanding of the relationship between geo...

this paper demonstrates a preliminary investigation of geometry, function and its relation to dfx principles, namely dfm (design for manufacturing). this is the starting point for research on the development of an expert system that assesses design goals along dfx principles in a feature-based cad environment. there is a need for a deeper level of understanding of the relationship between geome...

During the Summer of 2013 in a conference organized by the American Society of Mechanical Engineers (ASME) at Madison, Wisconsin, a panel of academic, industrial, and government researchers engaged in a spirited discussion on the issue of geometric interoperability for advanced manufacturing.1 It was set in the background of heightened anxiety in various Western countries about the relative dec...

Quadratic geometric programming as introduced by Hough and Goforth is an extension of posynomial geometric programming. By using the theory of generalized geometric programming, Jefferson and Scott defined its exact geometric dual. The fundamental relationship between the geometric dual and the original problem is that they assume a common value at their respective optima. This result formally ...

Intuitionistic fuzzy information aggregation plays an important part in Atanassov’s intuitionistic fuzzy set theory, which has emerged to be a new research direction receiving more and more attention in recent years. In this paper, we first introduce some operations on intuitionistic fuzzy sets, such as Einstein sum, Einstein product, Einstein exponentiation, etc., and further develop some new ...

In this paper, we determine the radius of λ -uniform convexity, id="M2"> -starlikeness, and id="M3"> α -convexity order id="M4"> δ for Weierstrass canonical product an entire function as a root having smallest modulus argument id="M5"> ϕ functional equation. As special cases, also id="M6"> id="...

We perform a detailed analysis on the validity of geometric scaling in the total γ∗p cross section, σγ∗p. We propose to separate the small and large x behavior writing σγ∗p as a product of two functionsW and S representing, respectively, the dynamical degrees of freedom dominant at small x and a contribution only important at large x. Defining a reduced cross section σ̃γ∗p ≡ σγ∗p/S, we observe g...

Dense 3D polygon meshes are now a pervasive product of various modelling and scanning processes that need to be subsequently processed and structured appropriately for various applications. In this paper we address the restructuring of dense polygon meshes using their segmentation based on a number of ellipsoidal regions. We present a simple segmentation algorithm where connected components of ...