Consists of sixteen articles chosen from different thrust areas of research on mathematics and computing. Fuzzy mathematics has now become a tool for reconstructing the foundation of several mathematical structures. Some articles in this volume concentrate on fuzzy aspects of analysis (statistical convergence of sequences) and algebra (H-ideals in BCK/ BCI algebras, and matrices over distributive lattices).

An article on modern algebra, discussing on endomorphism rings of reduced modules, and another article on some convolution properties of analytic functions possessing fractional derivatives are also included. The environmental pollution issues in the frameworks of dynamical systems and of fuzzy mathematics are discussed in two articles. Some selected articles on fluid mechanics, solid mechanics and astrophysics are included here, as these are considered as some key components of computational and applied mathematics.

Table of Contents

• Preface
• Recent Developments of Sequences of Fuzzy Numbers in the Direction of Statistical Convergence
• Dynamical Behaviour of a Single Species Population Model in a Polluted Environment
• Endomorphism Rings of Reduced Modules
• A Note on Convolution Properties
• Intuitionistic Fuzzy Translations of Intuitionistic Fuzzy H-ideals in BCK/BCI-algebras
• Generalized Intuitionistic Fuzzy Nilpotent Matrices over Distributive Lattice
• On Quartiles of Generalised Fuzzy Number with Different Left Height and Right Height
• Fuzzification of Pollutant Concentration under the Gaussian Plume Model
• Team Selection for Twenty20 World Cup following the Indian Premier League
• Water Wave Scattering by Small Undulation of the Porous Bottom in a Two-layer Fluid
• Effect of Heat Transfer on a Steady MHD Flow over a Stretching Sheet
• Study of Fractional Order Two Temperature Generalized Thermo-Piezoelastic Problem
• Two Temperature Hyperbolic Heat Equation with Variable Thermal Conductivity
• Multilayer Perceptron Models Based on PCA for Total Ozone Concentration Time Series
• A Study on the Statefinder Description of the Interacting Ricci Dark Energy
• Dynamical Formalism of Diffeomorphism Invariance and Loop Quantum Gravity.

About the Author

Sk. Md. Abu Nayeem / Jyotirmoy Mukhopadhyay.: Department of Mathematics, Aliah University, DN-41 Sector V, Salt Lake, Kolkata S. B. Rao.:(DST-CMS Project) C R Rao Advanced Institute of Mathematics Statistics & Computer Science, University of Hyderabad Campus Hyderabad

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