Titlebook: New Trends in Applied Analysis and Computational Mathematics; Proceedings of the I Susanta Kumar Paikray,Hemen Dutta,John N. Mordeson Confe

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Bai-Ni Guo,Emrah Polatlı,Feng Qiurde die „erbliche Belastung“ mehr nebenher untersucht, und man gab sich lange allzu schnell mit der Bemerkung „keine Heredität“ zufrieden, wenn die keineswegs besonders eingehenden Fragen nach dieser Richtung von den Kranken oder von anderen Auskunftgebern verneint wurden. Hatten auch kritische Beo

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A Fuzzy Two-Warehouse Inventory Model of Deteriorating Items with Exponentially Demand and Backloggprice-dependent demand with shortages which are partially backlogged. It is assumed that the retailer has two warehouses of which one is treated as owned warehouse (OW) of finite capacity and the other treated as rented warehouse (RW) with large capacity to keep the surplus products for uncertain de

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Persistence Barcoded Vehicular Traffic Videos in a Topology of Data Approach to Shape Tracking,o frames. Shapes are cell complexes are viewed in the context of an Alexandroff–Hopf–Whitehead CW (Closure finite Weak) topological space. Fermi energy and Betti numbers are used to construct persistence barcodes derived from nested cycles (optical vortexes) inherent in triangulated video frame shap

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Heat Transfer of MHD Channel Flow of Viscoelastic (PTT) Fluid, role of Deborah number substantiates the dual behavior of Newtonian and non-Newtonian aspects of the flow model. The inclusion of two body forces due to magnetic field (force act at a distance) and porosity of the medium enrich the analysis. The important findings are the role of magnetic parameter

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Properties of Characteristic Polynomials of Oriented Graphs, as the sum of the absolute values of the eigenvalues and it has important applications related to molecular graphs. In this paper, we introduce some spectral properties of oriented graphs. We determine characteristic polynomials of several oriented graph classes, the effect of edge addition to char

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On the Local Convergence of a Sixth-Order Iterative Scheme in Banach Spaces, Banach spaces. This study eliminates the standard practice of Taylor expansion in local analysis and enhances the algorithm applicability through the use of a set of conditions on the first-order derivative. Also, our analysis offers the radii of convergence balls and computable error distances tog

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New Results on Chromatic Polynomials, graph theory and related fields, especially when combinatorial calculations are needed. The most well-known and cited result on colouring is the Birkhoff–Lewis Theorem. It gives a step-by-step reduction method to calculate the chromatic polynomial of any given graph as the difference of the chromat

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