Modern Mathematical Methods and High Performance Computing in Science and Technology

Ali Aral and Tuncer Acar: On Approximation Properties of Generalized Durrmeyer Operators.- Atma Sahu and S. Chakravarty: Regression Based Neural Network Simulation for Vibration Frequencies of the Rotating Blade.- D. K. Verma and Vijay Gupta: Approximation by a new sequence of operators involving Charlier Polynomials with a certain parameter.- Dae San Kim and Taekyun Kim: Identities of Symmetry for the Generalized Degenerate Euler Polynomials.- David Feller, Fairouz Kamareddine and Lavinia Burski: Using MathLang to Check the Correctness of Speci cations in Object-Z.- Dharmendra Kumar and Sachin Kumar: Ultimate Numerical Bound Estimation of Chaotic Dynamical Finance Model.- Gajendra Pratap Singh and Sangita Kansal: Basic Results on Crisp Boolean Petri Nets.- Galina Filipuk: The roperties of Multiple Orthogonal Polynomials with Mathematica.- Georgy A. Omel'yanov: The problem of soliton collision for non-integrable equations.- H. Begehr: Explicit solutions of the Poisson equation in plane domains.- Irene Azzali, Giulia Marcaccio, Rosanna Turrisi and Ezio Venturino: A genetically istinguishable competition model.- Johannes Israel, Andreas Fischer and John Martinovic: Discrete and Phase-Only Receive Beamforming.- Joshua L. Padgett and Qin Sheng: On the stability of a variable step exponential splitting method for solving multidimensional quenching-combustion equations.- Michael M. Resch: Perspectives in High Performance Computing.- Naokant Deoa and Neha Bhardwaj: Direct and Inverse Theorems for Beta Durrmeyer Operators.- Pramila Joshi: Big Data Gets Cloudy : Challenges and opportunities.- Prashant Kumar, Gulshan Batra and Kwang Ik Kim: A Moored Ship Motion Analysis in Realistic Pohang New Harbor and Modified PNH.- Qin Sheng: The legacy of ADI and LOD methods and an operator splitting algorithm for solving highly oscillatory wave problems.- R. G. Vyas: Generalized absolute convergence of trigonometric Fourier series.- Sourav Das and A. Swaminathan: Some new inequalities

Vinai K. Singh is professor at the Department of Applied Mathematics at Raj Kumar Goel Institute of Technology, Ghaziabad, India. He holds a PhD degree in approximation theory from the Department of Applied Mathematics, Institute of Technology, Banaras Hindu University, Varanasi, India. He has been actively engaged in research activities since 1997. His area of research is functional analysis, approximation theory and different kind of positive operators. He is author of three book chapters and over 24 research papers in the international journals. He referees articles for professional journals and serves as editorial member of many national and international journals. H. M. Srivastava is professor emeritus at the Department of Mathematics and Statistics, University of Victoria, Canada. He joined the University of Victoria in 1969, first as associate professor (1969-1974), and then as full professor (1974-2006). Professor Srivastava has held numerous visiting positions including (for example) those at West Virginia University in the U.S.A (1967-1969), Universite Laval in Canada (1975), and the University of Glasgow in the U.K. (1975-1976), and indeed also at many other universities and research institutes in different parts of the world. Professor Srivastava has published 21 books (monographs and edited volumes), 30 book chapters, 45 papers in international conference proceedings, and over 1,000 scientific research journal articles on various topics of mathematical analysis and applicable mathematics. In addition, he has written forewords to several books by other authors and to several special issues of scientific journals. He has also edited (and contributed to) many volumes, which are dedicated to the memories of famous mathematical scientists. Citations of his research contributions can be found in many books and monographs, PhD and D.Sc. theses, and scientific journal articles, much too numerous to be recorded here. Currently, he is actively associated